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Talk:Pressure, Volume, Quantity, and Temperature

2022-06-07T20:06:31Z

Microft:

The '''dP/dn''' formula in the Extra Credits section says

'''(d/dn)(nRT)/V = (RT/V)*(dn/d)n'''

while the '''dT/dP''' formula says

'''(d/dP){(PV)/(nR)} = {V/(nR)} * (d/dP)P'''

Notice that, on the right side of the equation, the '''dP/dn''' formula inverts '''(d/dn)''' while the '''dT/dP''' does not invert '''(d/dP)'''.
Is the first formula wrong?

Reply: Good catch. The final answer is still correct, but the intermediate equation has the differential inverted. I've corrected it.

Pressure, Volume, Quantity, and Temperature

2022-06-07T20:05:09Z

Microft: /* Extra Credit!! */

= Pressure, Volume, Quantity, and Temperature =

In this article, I will take you through the physics relating Pressure, Volume, Quantity and Temperate. I will then take you through a few example of applying it using the same style that you find in a high school text book. FUN!

''Side note: I use engineering notation here sometimes. For example, one thousand can be shown as 1E3. I may also use a 'k' too, but that can sometimes be confused with the K for Kelvins, so I try to stay clear of it.''

''Side side note: These calculations are greatly simplified and account for one variable change at a time.''

== Definitions==

'''Pressure''': This is the physical force applied on the walls of the containing vessel. Measured in '''Pa'''scals. Also known as Pounds Per Square Inch (PSI) in antiquated system.

'''Volume''': This is a measure of the physical space that the gas occupies. Measured in '''L'''iters. 1 Liter is equal to the space contained in a 10 x 10 x 10 cm space. (Or Approximately 3.94 x 3.94 x 3.94 Inches in ancient times).

'''Quantity''': The number of particles contained in a particular space. In our case, it is the number of molecules measured in '''mol'''es. 1 Mole = 6.022E23 molecules. (or around 602,200,000,000,000,000,000,000 molecules. ).

'''Temperature''': A measure of the thermal energy of the gas. Once measured in Fahrenheit (in the dark times), now measured in degrees Celsius or Kelvin. To convert from Celsius to Kelvin, simply add 273.15. It is impossible to have a negative value on the Kelvin scale.

== Relating them all together ==

All four of the above values balance each other in any given system. A change in one will effect the others. But that applies only in real world. In this game there are some limits:
* Only things that have atmosphere have temperature.
* Anything facing vacuum will lose heat unless it is insulated.
* Anything facing sunlight will gain heat.
* All finished walls and finished cube frames are perfect insulators. Windows allow radiation from sun.
* Like real world, increasing temperature will increase pressure. Lowering temperature will lower pressure.
* Unlike real world, raising pressure will not raise temperature. Lowering pressure will not lower temperature. This prevents making own heat transfer designs using only pressure.

=== For example===
Let's pretend that we have a 100 liter container of some gas. We squeeze that container down to 50 liters. What would happen to the quantity, pressure, and temperature?

Well, the quantity would stay the same, obviously.
Pressure will most likely increase.
But what about temperature? Well, as it turns out, it will increase as well (but not by a lot... Most of the change is in pressure).

So how exactly do all these values play with each other? The answer to this question lies in the ideal gas equation:

'''P * V = n * R * T'''

Where:

* P - Pressure in Pascals
* V - Volume in Liters
* n - Quantity in moles
* T - Temperature in Kelvin
* R - Ideal Gas Constant (in this case, we use 8314.46261815324) in unites of (deep breath..) Liter Pascals per Kelvin moles (Lit * Pa)/(mol * deg K)

[[File:Furnace2.png|thumb]]

So, if we had a furnace with 2 mol of gas in it at 300 degrees Kelvin, what would be the pressure? (A furnace has a 1,000 liter capacity)

Rearrange for Pressure:

'''P = (nRT)/V'''<br>
'''P = (2 * 8314.46 * 300)/1000 = (approx) 5 kPa (or 5000 Pascals)'''

Similarly, you can rearrange this equation to solve for volume, temperature, and quantity as needed.

== Volume Pump Example==
[[File:FurnaceAndPipes.png|thumb]]
Using the same conditions as above, assume there is a volume pump attached to the input (like you find on an advanced furnace. If you're poor and can't afford an advanced furnace, use a regular furnace with an attached volume pump on the inlet. You hobo). Assume the pressure behind the volume pump is at a steady 50 Megapascals (50E6 Pascals) at 200 Kelvin and there is 5 pipe segments (100 Liters per pipe segment = 500 Liters). The stationer (being dumb, I guess) turns the pump up to 100 Liters. How much pressure is going to be added to the system on each game tick? Should the stationeer be sh***ing their space suit?

''Now is a good time to mention that the dial on a volume pump is actually a measure of rate, not volume. When setting the volume pump to 10 Liters, it actually means "10 Liters per game tick". WHY it's just labelled as volume and what determines a game tick? I don't know, go ask the devloper - I'm busy.''

First thing you need to figure out is now many moles of gas is in the pipe per liter. So, rearrange the magical equation for n:

* n = (PV)/(RT)
* R = 8314.46 (This is always the same.. That's why they call it a 'constant)
* T = 200 Kelvin
* P = 50E6 Pascals
* V = 500 Liters of pipe (5 segments, each holding 100 Liters)

You can also calculate the number of moles in the pipe and divide that by the volume of the pipe (each pipe segment is 100 Liters):

'''n = (PV)/(RT) = (5E6 * 500)/(8314.46 * 200) = 1503.4''' moles of gas in the pipe.

1503.4 moles of gas contained in 500 Liters of pipe means each liter has 1503.4/500 = approximately 3 moles of gas per Liter.

So, each game tick 100 Liters of gas is pumped into the furnace. Each liter contains 3 moles of gas, which means that each game tick 300 moles of gas is pumped into the furnace.

How much pressure does 300 moles exert in the furnace? Arrange the equation to solve for pressure:

'''P = (nRT)/V'''

Where:
* n = 300 moles
* R = 8314.46 blah blah constant blah blah
* T = 300 degrees kelvin (remember, the furnace was a bit warmer than the pipes..)
* V = 1000 Liters (the volume of the furnace). "Go throw a log in the ten piper", grandpa would say..

'''P = (nRT)/V = (300*8314.46*300)/1000 = 748301 Pascals (or 748 kPa)'''.

So, each game tick will add 748 kPa to the furnace at this rate. That's pretty quick. Not space suit soiling quick, but it can get out of hand if you're not careful. The furnace will blow around 60 MPa (I think) so....

== Extra Credit!!==

For those of you that are really keen, you can use calculus to compute rates. Assuming everything else remains constant, just differentiate the equation according the variables you need. So, if you want to know what the rate of change for pressure with respect to quantity (moles) you can:

'''P = (nRT)/V'''<br>
'''dP/dn = (d/dn)(nRT)/V = (RT/V)*(d/dn)n = RT/V''' (in unites of Pascals per mole)

Change in temperature with respect to the change in pressure:
'''T = (PV)/(nR)'''<br>
'''dT/dP = (d/dP){(PV)/(nR)} = {V/(nR)} * (d/dP)P = V/(nR)'''

Pressure, Volume, Quantity, and Temperature

2021-01-21T18:17:44Z

Microft:

= Pressure, Volume, Quantity, and Temperature =

In this article, I will take you through the physics relating Pressure, Volume, Quantity and Temperate. I will then take you through a few example of applying it using the same style that you find in a high school text book. FUN!

''Side note: I use engineering notation here sometimes. For example, one thousand can be shown as 1E3. I may also use a 'k' too, but that can sometimes be confused with the K for Kelvins, so I try to stay clear of it.''

''Side side note: These calculations are greatly simplified and account for one variable change at a time.''

== Definitions==

'''Pressure''': This is the physical force applied on the walls of the containing vessel. Measured in '''Pa'''scals. Also known as Pounds Per Square Inch (PSI) in antiquated system.

'''Volume''': This is a measure of the physical space that the gas occupies. Measured in '''L'''iters. 1 Liter is equal to the space contained in a 10 x 10 x 10 cm space. (Or Approximately 3.94 x 3.94 x 3.94 Inches in ancient times).

'''Quantity''': The number of particles contained in a particular space. In our case, it is the number of molecules measured in '''mol'''es. 1 Mole = 6.022E23 molecules. (or around 602,200,000,000,000,000,000,000 molecules. ).

'''Temperature''': A measure of the thermal energy of the gas. Once measured in Fahrenheit (in the dark times), now measured in degrees Celsius or degrees Kelvin. To convert from Celsius to Kelvin, simply subtract 273.15 degrees. It is impossible to have a negative value on the Kelvin scale.

== Relating them all together ==

All four of the above values balance each other in any given system. A change in one will effect the others.

=== For example===
Let's pretend that we have a 100 liter container of some gas. We squeeze that container down to 50 liters. What would happen to the quantity, pressure, and temperature?

Well, the quantity would stay the same, obviously.
Pressure will most likely increase.
But what about temperature? Well, as it turns out, it will increase as well (but not by a lot... Most of the change is in pressure).

So how exactly do all these values play with each other? The answer to this question lies in the ideal gas equation:

'''P * V = n * R * T'''

Where:

* P - Pressure in Pascals
* V - Volume in Liters
* n - Quantity in moles
* T - Temperature in Kelvin
* R - Ideal Gas Constant (in this case, we use 8314.46261815324) in unites of (deep breath..) Liter Pascals per Kelvin moles (Lit * Pa)/(mol * deg K)

[[File:Furnace2.png|thumb]]

So, if we had a furnace with 2 mol of gas in it at 300 degrees Kelvin, what would be the pressure? (A furnace has a 1,000 liter capacity)

Rearrange for Pressure:

'''P = (nRT)/V'''<br>
'''P = (2 * 8314.46 * 300)/1000 = (approx) 5 kPa (or 5000 Pascals)'''

Similarly, you can rearrange this equation to solve for volume, temperature, and quantity as needed.

== Volume Pump Example==
[[File:FurnaceAndPipes.png|thumb]]
Using the same conditions as above, assume there is a volume pump attached to the input (like you find on an advanced furnace. If you're poor and can't afford an advanced furnace, use a regular furnace with an attached volume pump on the inlet. You hobo). Assume the pressure behind the volume pump is at a steady 50 Megapascals (50E6 Pascals) at 200 degrees Kelvin and there is 5 pipe segments (100 Liters per pipe segment = 500 Liters). The stationer (being dumb, I guess) turns the pump up to 100 Liters. How much pressure is going to be added to the system on each game tick? Should the stationeer be sh***ing their space suit?

''Now is a good time to mention that the dial on a volume pump is actually a measure of rate, not volume. When setting the volume pump to 10 Liters, it actually means "10 Liters per game tick". WHY it's just labelled as volume and what determines a game tick? I don't know, go ask the devloper - I'm busy.''

First thing you need to figure out is now many moles of gas is in the pipe per liter. So, rearrange the magical equation for n:

* n = (PV)/(RT)
* R = 8314.46 (This is always the same.. That's why they call it a 'constant)
* T = 200 degrees Kelvin
* P = 50E6 Pascals
* V = 500 Liters of pipe (5 segments, each holding 100 Liters)

You can also calculate the number of moles in the pipe and divide that by the volume of the pipe (each pipe segment is 100 Liters):

'''n = (PV)/(RT) = (5E6 * 500)/(8314.46 * 200) = 1503.4''' moles of gas in the pipe.

1503.4 moles of gas contained in 500 Liters of pipe means each liter has 1503.4/500 = approximately 3 moles of gas per Liter.

So, each game tick 100 Liters of gas is pumped into the furnace. Each liter contains 3 moles of gas, which means that each game tick 300 moles of gas is pumped into the furnace.

How much pressure does 300 moles exert in the furnace? Arrange the equation to solve for pressure:

'''P = (nRT)/V'''

Where:
* n = 300 moles
* R = 8314.46 blah blah constant blah blah
* T = 300 degrees kelvin (remember, the furnace was a bit warmer than the pipes..)
* V = 1000 Liters (the volume of the furnace). "Go throw a log in the ten piper", grandpa would say..

'''P = (nRT)/V = (300*8314.46*300)/1000 = 748301 Pascals (or 748 kPa)'''.

So, each game tick will add 748 kPa to the furnace at this rate. That's pretty quick. Not space suit soiling quick, but it can get out of hand if you're not careful. The furnace will blow around 60 MPa (I think) so....

== Extra Credit!!==

For those of you that are really keen, you can use calculus to compute rates. Assuming everything else remains constant, just differentiate the equation according the variables you need. So, if you want to know what the rate of change for pressure with respect to quantity (moles) you can:

'''P = (nRT)/V'''<br>
'''dP/dn = (d/dn)(nRT)/V = (RT/V)*(dn/d)n = RT/V''' (in unites of Pascals per mole)

Change in temperature with respect to the change in pressure:
'''T = (PV)/(nR)'''<br>
'''dT/dP = (d/dP){(PV)/(nR)} = {V/(nR)} * (d/dP)P = V/(nR)'''

Pressure, Volume, Quantity, and Temperature

2021-01-21T18:08:51Z

Microft:

= Pressure, Volume, Quantity, and Temperature =

In this article, I will take you through the physics relating Pressure, Volume, Quantity and Temperate. I will then take you through a few example of applying it using the same style that you find in a high school text book. FUN!

''Side note: I use engineering notation here sometimes. For example, one thousand can be shown as 1E3. I may also use a 'k' too, but that can sometimes be confused with the K for Kelvins, so I try to stay clear of it.''

''Side side note: I haven't checked these calculations.''

== Definitions==

'''Pressure''': This is the physical force applied on the walls of the containing vessel. Measured in '''Pa'''scals. Also known as Pounds Per Square Inch (PSI) in antiquated system.

'''Volume''': This is a measure of the physical space that the gas occupies. Measured in '''L'''iters. 1 Liter is equal to the space contained in a 10 x 10 x 10 cm space. (Or Approximately 3.94 x 3.94 x 3.94 Inches in ancient times).

'''Quantity''': The number of particles contained in a particular space. In our case, it is the number of molecules measured in '''mol'''es. 1 Mole = 6.022E23 molecules. (or around 602,200,000,000,000,000,000,000 molecules. ).

'''Temperature''': A measure of the thermal energy of the gas. Once measured in Fahrenheit (in the dark times), now measured in degrees Celsius or degrees Kelvin. To convert from Celsius to Kelvin, simply subtract 273.15 degrees. It is impossible to have a negative value on the Kelvin scale.

== Relating them all together ==

All four of the above values balance each other in any given system. A change in one will effect the others.

=== For example===
Let's pretend that we have a 100 liter container of some gas. We squeeze that container down to 50 liters. What would happen to the quantity, pressure, and temperature?

Well, the quantity would stay the same, obviously.
Pressure will most likely increase.
But what about temperature? Well, as it turns out, it will increase as well (but not by a lot... Most of the change is in pressure).

So how exactly do all these values play with each other? The answer to this question lies in the ideal gas equation:

'''P * V = n * R * T'''

Where:

* P - Pressure in Pascals
* V - Volume in Liters
* n - Quantity in moles
* T - Temperature in Kelvin
* R - Ideal Gas Constant (in this case, we use 8314.46261815324) in unites of (deep breath..) Liter Pascals per Kelvin moles (Lit * Pa)/(mol * deg K)

[[File:Furnace2.png|thumb]]

So, if we had a furnace with 2 mol of gas in it at 300 degrees Kelvin, what would be the pressure? (A furnace has a 1,000 liter capacity)

Rearrange for Pressure:

'''P = (nRT)/V'''<br>
'''P = (2 * 8314.46 * 300)/1000 = (approx) 5 kPa (or 5000 Pascals)'''

Similarly, you can rearrange this equation to solve for volume, temperature, and quantity as needed.

== Volume Pump Example==
[[File:FurnaceAndPipes.png|thumb]]
Using the same conditions as above, assume there is a volume pump attached to the input (like you find on an advanced furnace. If you're poor and can't afford an advanced furnace, use a regular furnace with an attached volume pump on the inlet. You hobo). Assume the pressure behind the volume pump is at a steady 50 Megapascals (50E6 Pascals) at 200 degrees Kelvin and there is 5 pipe segments (100 Liters per pipe segment = 500 Liters). The stationer (being dumb, I guess) turns the pump up to 100 Liters. How much pressure is going to be added to the system on each game tick? Should the stationeer be sh***ing their space suit?

''Now is a good time to mention that the dial on a volume pump is actually a measure of rate, not volume. When setting the volume pump to 10 Liters, it actually means "10 Liters per game tick". WHY it's just labelled as volume and what determines a game tick? I don't know, go ask the devloper - I'm busy.''

First thing you need to figure out is now many moles of gas is in the pipe per liter. So, rearrange the magical equation for n:

* n = (PV)/(RT)
* R = 8314.46 (This is always the same.. That's why they call it a 'constant)
* T = 200 degrees Kelvin
* P = 50E6 Pascals
* V = 500 Liters of pipe (5 segments, each holding 100 Liters)

You can also calculate the number of moles in the pipe and divide that by the volume of the pipe (each pipe segment is 100 Liters):

'''n = (PV)/(RT) = (5E6 * 500)/(8314.46 * 200) = 1503.4''' moles of gas in the pipe.

1503.4 moles of gas contained in 500 Liters of pipe means each liter has 1503.4/500 = approximately 3 moles of gas per Liter.

So, each game tick 100 Liters of gas is pumped into the furnace. Each liter contains 3 moles of gas, which means that each game tick 300 moles of gas is pumped into the furnace.

How much pressure does 300 moles exert in the furnace? Arrange the equation to solve for pressure:

'''P = (nRT)/V'''

Where:
* n = 300 moles
* R = 8314.46 blah blah constant blah blah
* T = 300 degrees kelvin (remember, the furnace was a bit warmer than the pipes..)
* V = 1000 Liters (the volume of the furnace). "Go throw a log in the ten piper", grandpa would say..

'''P = (nRT)/V = (300*8314.46*300)/1000 = 748301 Pascals (or 748 kPa)'''.

So, each game tick will add 748 kPa to the furnace at this rate. That's pretty quick. Not space suit soiling quick, but it can get out of hand if you're not careful. The furnace will blow around 60 MPa (I think) so....

== Extra Credit!!==

For those of you that are really keen, you can use calculus to compute rates. Assuming everything else remains constant, just differentiate the equation according the variables you need. So, if you want to know what the rate of change for pressure with respect to quantity (moles) you can:

'''P = (nRT)/V'''<br>
'''dP/dn = (d/dn)(nRT)/V = (RT/V)*(dn/d)n = RT/V''' (in unites of Pascals per mole)

Change in temperature with respect to the change in pressure:
'''T = (PV)/(nR)'''<br>
'''dT/dP = (d/dP){(PV)/(nR)} = {V/(nR)} * (d/dP)P = V/(nR)'''

File:FurnaceAndPipes.png

2021-01-21T18:08:28Z

Microft:

A furnace with pipes attached.

File:Furnace2.png

2021-01-21T18:04:13Z

Microft:

A furnace with unknown pressure

File:Furnace1.jpg

2021-01-21T18:01:42Z

Microft:

A furnace with unknown pressure

Pressure, Volume, Quantity, and Temperature

2021-01-21T17:54:45Z

Microft: A quick tutorial on how temperature, pressure, volume, and quantity are calculated. Also contains some examples on calculating furnace behavior.

= Pressure, Volume, Quantity, and Temperature =

In this article, I will take you through the physics relating Pressure, Volume, Quantity and Temperate. I will then take you through a few example of applying it using the same style that you find in a high school text book. FUN!

''Side note: I use engineering notation here sometimes. For example, one thousand can be shown as 1E3. I may also use a 'k' too, but that can sometimes be confused with the K for Kelvins, so I try to stay clear of it.''

''Side side note: I haven't checked these calculations.''

== Definitions==

'''Pressure''': This is the physical force applied on the walls of the containing vessel. Measured in '''Pa'''scals. Also known as Pounds Per Square Inch (PSI) in antiquated system.

'''Volume''': This is a measure of the physical space that the gas occupies. Measured in '''L'''iters. 1 Liter is equal to the space contained in a 10 x 10 x 10 cm space. (Or Approximately 3.94 x 3.94 x 3.94 Inches in ancient times).

'''Quantity''': The number of particles contained in a particular space. In our case, it is the number of molecules measured in '''mol'''es. 1 Mole = 6.022E23 molecules. (or around 602,200,000,000,000,000,000,000 molecules. ).

'''Temperature''': A measure of the thermal energy of the gas. Once measured in Fahrenheit (in the dark times), now measured in degrees Celsius or degrees Kelvin. To convert from Celsius to Kelvin, simply subtract 273.15 degrees. It is impossible to have a negative value on the Kelvin scale.

== Relating them all together ==

All four of the above values balance each other in any given system. A change in one will effect the others.

=== For example===
Let's pretend that we have a 100 liter container of some gas. We squeeze that container down to 50 liters. What would happen to the quantity, pressure, and temperature?

Well, the quantity would stay the same, obviously.
Pressure will most likely increase.
But what about temperature? Well, as it turns out, it will increase as well (but not by a lot... Most of the change is in pressure).

So how exactly do all these values play with each other? The answer to this question lies in the ideal gas equation:

'''P * V = n * R * T'''

Where:

* P - Pressure in Pascals
* V - Volume in Liters
* n - Quantity in moles
* T - Temperature in Kelvin
* R - Ideal Gas Constant (in this case, we use 8314.46261815324) in unites of (deep breath..) Liter Pascals per Kelvin moles (Lit * Pa)/(mol * deg K)

So, if we had a furnace with 2 mol of gas in it at 300 degrees Kelvin, what would be the pressure? (A furnace has a 1,000 liter capacity)

Rearrange for Pressure:

'''P = (nRT)/V'''<br>
'''P = (2 * 8314.46 * 300)/1000 = (approx) 5 kPa (or 5000 Pascals)'''

Similarly, you can rearrange this equation to solve for volume, temperature, and quantity as needed.

== Volume Pump Example==

Using the same conditions as above, assume there is a volume pump attached to the input (like you find on an advanced furnace. If you're poor and can't afford an advanced furnace, use a regular furnace with an attached volume pump on the inlet. You hobo). Assume the pressure behind the volume pump is at a steady 50 Megapascals (50E6 Pascals) at 200 degrees Kelvin and there is 5 pipe segments (100 Liters per pipe segment = 500 Liters). The stationer (being dumb, I guess) turns the pump up to 100 Liters. How much pressure is going to be added to the system on each game tick? Should the stationeer be sh***ing their space suit?

''Now is a good time to mention that the dial on a volume pump is actually a measure of rate, not volume. When setting the volume pump to 10 Liters, it actually means "10 Liters per game tick". WHY it's just labelled as volume and what determines a game tick? I don't know, go ask the devloper - I'm busy.''

First thing you need to figure out is now many moles of gas is in the pipe per liter. So, rearrange the magical equation for n:

* n = (PV)/(RT)
* R = 8314.46 (This is always the same.. That's why they call it a 'constant)
* T = 200 degrees Kelvin
* P = 50E6 Pascals
* V = 500 Liters of pipe (5 segments, each holding 100 Liters)

You can also calculate the number of moles in the pipe and divide that by the volume of the pipe (each pipe segment is 100 Liters):

'''n = (PV)/(RT) = (5E6 * 500)/(8314.46 * 200) = 1503.4''' moles of gas in the pipe.

1503.4 moles of gas contained in 500 Liters of pipe means each liter has 1503.4/500 = approximately 3 moles of gas per Liter.

So, each game tick 100 Liters of gas is pumped into the furnace. Each liter contains 3 moles of gas, which means that each game tick 300 moles of gas is pumped into the furnace.

How much pressure does 300 moles exert in the furnace? Arrange the equation to solve for pressure:

'''P = (nRT)/V'''

Where:
* n = 300 moles
* R = 8314.46 blah blah constant blah blah
* T = 300 degrees kelvin (remember, the furnace was a bit warmer than the pipes..)
* V = 1000 Liters (the volume of the furnace). "Go throw a log in the ten piper", grandpa would say..

'''P = (nRT)/V = (300*8314.46*300)/1000 = 748301 Pascals (or 748 kPa)'''.

So, each game tick will add 748 kPa to the furnace at this rate. That's pretty quick. Not space suit soiling quick, but it can get out of hand if you're not careful. The furnace will blow around 60 MPa (I think) so....

== Extra Credit!!==

For those of you that are really keen, you can use calculus to compute rates. Assuming everything else remains constant, just differentiate the equation according the variables you need. So, if you want to know what the rate of change for pressure with respect to quantity (moles) you can:

'''P = (nRT)/V'''<br>
'''dP/dn = (d/dn)(nRT)/V = (RT/V)*(dn/d)n = RT/V''' (in unites of Pascals per mole)

Change in temperature with respect to the change in pressure:
'''T = (PV)/(nR)'''<br>
'''dT/dP = (d/dP){(PV)/(nR)} = {V/(nR)} * (d/dP)P = V/(nR)'''

Pressure, Volume, Quantity, and Temperature

2021-01-21T17:44:42Z

Microft: /* For example */

= Pressure, Volume, Quantity, and Temperature =

In this article, I will take you through the physics relating Pressure, Volume, Quantity and Temperate. I will then take you through a few example of applying it using the same style that you find in a high school text book. FUN!

''Side note: I use engineering notation here sometimes. For example, one thousand can be shown as 1E3. I may also use a 'k' too, but that can sometimes be confused with the K for Kelvins, so I try to stay clear of it.''

''Side side note: I haven't checked these calculations.''

== Definitions==

'''Pressure''': This is the physical force applied on the walls of the containing vessel. Measured in '''Pa'''scals. Also known as Pounds Per Square Inch (PSI) in antiquated system.

'''Volume''': This is a measure of the physical space that the gas occupies. Measured in '''L'''iters. 1 Liter is equal to the space contained in a 10 x 10 x 10 cm space. (Or Approximately 3.94 x 3.94 x 3.94 Inches in ancient times).

'''Quantity''': The number of particles contained in a particular space. In our case, it is the number of molecules measured in '''mol'''es. 1 Mole = 6.022E23 molecules. (or around 602,200,000,000,000,000,000,000 molecules. ).

'''Temperature''': A measure of the thermal energy of the gas. Once measured in Fahrenheit (in the dark times), now measured in degrees Celsius or degrees Kelvin. To convert from Celsius to Kelvin, simply subtract 273.15 degrees. It is impossible to have a negative value on the Kelvin scale.

== Relating them all together ==

All four of the above values balance each other in any given system. A change in one will effect the others.

=== For example===
Let's pretend that we have a 100 liter container of some gas. We squeeze that container down to 50 liters. What would happen to the quantity, pressure, and temperature?

Well, the quantity would stay the same, obviously.
Pressure will most likely increase.
But what about temperature? Well, as it turns out, it will increase as well (but not by a lot... Most of the change is in pressure).

So how exactly do all these values play with each other? The answer to this question lies in the ideal gas equation:

'''P * V = n * R * T'''

Where:

* P - Pressure in Pascals
* V - Volume in Liters
* n - Quantity in moles
* T - Temperature in Kelvin
* R - Ideal Gas Constant (in this case, we use 8314.46261815324) in unites of (deep breath..) Liter Pascals per Kelvin moles (Lit * Pa)/(mol * deg K)

So, if we had a furnace with 2 mol of gas in it at 300 degrees Kelvin, what would be the pressure? (A furnace has a 1,000 liter capacity)

'''PV = nRT'''

Rearrange for Pressure:<br>
'''P=(nRT)/V<br>
P = (2 * 8314.46 * 300)/1000 = (approx) 5 kPa (or 5000 Pascals)'''

Similarly, you can rearrange this equation to solve for volume, temperature, and quantity as needed.

== Volume Pump Example==

Using the same conditions as above, assume there is a volume pump attached to the input (like you find on an advanced furnace. If you're poor and can't afford an advanced furnace, use a regular furnace with an attached volume pump on the inlet. You hobo). Assume the pressure behind the volume pump is at a steady 50 Megapascals (50E6 Pascals) at 200 degrees Kelvin and there is 5 pipe segments (100 Liters per pipe segment = 500 Liters). That stationer (being dumb, I guess) turns the pump up to 100 Liters. How much pressure is going to be added to the system on each game tick? Should the stationeer be sh***ing their space suit?

''Now is a good time to mention that the dial on a volume pump is actually a measure of rate, not volume. When setting the volume pump to 10 Liters, it actually means "10 Liters per game tick". WHY it's just labelled as volume and what determines a game tick? I don't know, go ask the devloper - I'm busy.
''
First thing you need to figure out is now many moles of gas their are per liter in the pipe. So, rearrange the magical equation for n:
n = (PV)/(RT)
R = 8314.46 (This is always the same.. That's why they call it a 'constant)
T = 200 degrees Kelvin
P = 50E6 Pascals
V = 500 Liters of pipe (5 segments, each holding 100 Liters)

You can also calculate the number of moles in the pipe and divide that by the volume of the pipe (each pipe segment is 100 Liters):
n = (PV)/(RT) = (5E6 * 500)/(8314.46 * 200) = 1503.4 moles of gas in the pipe.

1503.4 moles of gas contained in 500 Liters of pipe means each liter has 1503.4/500 = approximately 3 moles of gas per Liter.

So, each game tick 100 Liters of gas is pumped into the furnace. Each liter contains 3 moles of gas, which means that each game tick 300 moles of gas is pumped into the furnace.

How much pressure does 300 moles exert in the furnace? Arrange the equation to solve for pressure:

P = (nRT)/V

Where:
n = 300 moles
R = 8314.46 blah blah constant blah blah
T = 300 degrees kelvin (remember, the furnace was a bit warmer than the pipes..)
V = 1000 Liters (the volume of the furnace). "Go throw a log in the ten piper", grandpa would say..

P=(nRT)/V = (300*8314.46*300)/1000 = 748301 Pascals (or 748 kPa).

So, each game tick will add 748 kPa to the furnace at this rate. That's pretty quick. Not space suit soiling quick, but it can get out of hand if you're not careful. The furnace will blow around 60 MPa (I think) so....

== Extra Credit!!==

For those of you that are really keen, you can use calculus to compute rates. Assuming everything else remains constant, just differentiate the equation according the variables you need. So, if you want to know what the rate of change for pressure with respect to quantity (moles) you can:

P = (nRT)/V
dP/dn = (d/dn)(nRT)/V = (RT/V)*(dn/d)n = RT/V (in unites of Pascals per mole)

Change in temperature with respect to the change in pressure:

T = (PV)/(nR)
dT/dP = (d/dP){(PV)/(nR)} = {V/(nR)} * (d/dP)P = V/(nR)

Pressure, Volume, Quantity, and Temperature

2021-01-21T17:44:26Z

Microft: /* For example */

= Pressure, Volume, Quantity, and Temperature =

In this article, I will take you through the physics relating Pressure, Volume, Quantity and Temperate. I will then take you through a few example of applying it using the same style that you find in a high school text book. FUN!

''Side note: I use engineering notation here sometimes. For example, one thousand can be shown as 1E3. I may also use a 'k' too, but that can sometimes be confused with the K for Kelvins, so I try to stay clear of it.''

''Side side note: I haven't checked these calculations.''

== Definitions==

'''Pressure''': This is the physical force applied on the walls of the containing vessel. Measured in '''Pa'''scals. Also known as Pounds Per Square Inch (PSI) in antiquated system.

'''Volume''': This is a measure of the physical space that the gas occupies. Measured in '''L'''iters. 1 Liter is equal to the space contained in a 10 x 10 x 10 cm space. (Or Approximately 3.94 x 3.94 x 3.94 Inches in ancient times).

'''Quantity''': The number of particles contained in a particular space. In our case, it is the number of molecules measured in '''mol'''es. 1 Mole = 6.022E23 molecules. (or around 602,200,000,000,000,000,000,000 molecules. ).

'''Temperature''': A measure of the thermal energy of the gas. Once measured in Fahrenheit (in the dark times), now measured in degrees Celsius or degrees Kelvin. To convert from Celsius to Kelvin, simply subtract 273.15 degrees. It is impossible to have a negative value on the Kelvin scale.

== Relating them all together ==

All four of the above values balance each other in any given system. A change in one will effect the others.

=== For example===
Let's pretend that we have a 100 liter container of some gas. We squeeze that container down to 50 liters. What would happen to the quantity, pressure, and temperature?

Well, the quantity would stay the same, obviously.
Pressure will most likely increase.
But what about temperature? Well, as it turns out, it will increase as well (but not by a lot... Most of the change is in pressure).

So how exactly do all these values play with each other? The answer to this question lies in the ideal gas equation:

'''P * V = n * R * T'''

Where:

* P - Pressure in Pascals
* V - Volume in Liters
* n - Quantity in moles
* T - Temperature in Kelvin
* R - Ideal Gas Constant (in this case, we use 8314.46261815324) in unites of (deep breath..) Liter Pascals per Kelvin moles (Lit * Pa)/(mol * deg K)

So, if we had a furnace with 2 mol of gas in it at 300 degrees Kelvin, what would be the pressure? (A furnace has a 1,000 liter capacity)

'''PV = nRT'''

Rearrange for Pressure:
'''P=(nRT)/V<br>
P = (2 * 8314.46 * 300)/1000 = (approx) 5 kPa (or 5000 Pascals)'''

Similarly, you can rearrange this equation to solve for volume, temperature, and quantity as needed.

== Volume Pump Example==

Using the same conditions as above, assume there is a volume pump attached to the input (like you find on an advanced furnace. If you're poor and can't afford an advanced furnace, use a regular furnace with an attached volume pump on the inlet. You hobo). Assume the pressure behind the volume pump is at a steady 50 Megapascals (50E6 Pascals) at 200 degrees Kelvin and there is 5 pipe segments (100 Liters per pipe segment = 500 Liters). That stationer (being dumb, I guess) turns the pump up to 100 Liters. How much pressure is going to be added to the system on each game tick? Should the stationeer be sh***ing their space suit?

''Now is a good time to mention that the dial on a volume pump is actually a measure of rate, not volume. When setting the volume pump to 10 Liters, it actually means "10 Liters per game tick". WHY it's just labelled as volume and what determines a game tick? I don't know, go ask the devloper - I'm busy.
''
First thing you need to figure out is now many moles of gas their are per liter in the pipe. So, rearrange the magical equation for n:
n = (PV)/(RT)
R = 8314.46 (This is always the same.. That's why they call it a 'constant)
T = 200 degrees Kelvin
P = 50E6 Pascals
V = 500 Liters of pipe (5 segments, each holding 100 Liters)

You can also calculate the number of moles in the pipe and divide that by the volume of the pipe (each pipe segment is 100 Liters):
n = (PV)/(RT) = (5E6 * 500)/(8314.46 * 200) = 1503.4 moles of gas in the pipe.

1503.4 moles of gas contained in 500 Liters of pipe means each liter has 1503.4/500 = approximately 3 moles of gas per Liter.

So, each game tick 100 Liters of gas is pumped into the furnace. Each liter contains 3 moles of gas, which means that each game tick 300 moles of gas is pumped into the furnace.

How much pressure does 300 moles exert in the furnace? Arrange the equation to solve for pressure:

P = (nRT)/V

Where:
n = 300 moles
R = 8314.46 blah blah constant blah blah
T = 300 degrees kelvin (remember, the furnace was a bit warmer than the pipes..)
V = 1000 Liters (the volume of the furnace). "Go throw a log in the ten piper", grandpa would say..

P=(nRT)/V = (300*8314.46*300)/1000 = 748301 Pascals (or 748 kPa).

So, each game tick will add 748 kPa to the furnace at this rate. That's pretty quick. Not space suit soiling quick, but it can get out of hand if you're not careful. The furnace will blow around 60 MPa (I think) so....

== Extra Credit!!==

For those of you that are really keen, you can use calculus to compute rates. Assuming everything else remains constant, just differentiate the equation according the variables you need. So, if you want to know what the rate of change for pressure with respect to quantity (moles) you can:

P = (nRT)/V
dP/dn = (d/dn)(nRT)/V = (RT/V)*(dn/d)n = RT/V (in unites of Pascals per mole)

Change in temperature with respect to the change in pressure:

T = (PV)/(nR)
dT/dP = (d/dP){(PV)/(nR)} = {V/(nR)} * (d/dP)P = V/(nR)

Pressure, Volume, Quantity, and Temperature

2021-01-21T17:43:16Z

Microft: Formatting corrections.

= Pressure, Volume, Quantity, and Temperature =

In this article, I will take you through the physics relating Pressure, Volume, Quantity and Temperate. I will then take you through a few example of applying it using the same style that you find in a high school text book. FUN!

''Side note: I use engineering notation here sometimes. For example, one thousand can be shown as 1E3. I may also use a 'k' too, but that can sometimes be confused with the K for Kelvins, so I try to stay clear of it.''

''Side side note: I haven't checked these calculations.''

== Definitions==

'''Pressure''': This is the physical force applied on the walls of the containing vessel. Measured in '''Pa'''scals. Also known as Pounds Per Square Inch (PSI) in antiquated system.

'''Volume''': This is a measure of the physical space that the gas occupies. Measured in '''L'''iters. 1 Liter is equal to the space contained in a 10 x 10 x 10 cm space. (Or Approximately 3.94 x 3.94 x 3.94 Inches in ancient times).

'''Quantity''': The number of particles contained in a particular space. In our case, it is the number of molecules measured in '''mol'''es. 1 Mole = 6.022E23 molecules. (or around 602,200,000,000,000,000,000,000 molecules. ).

'''Temperature''': A measure of the thermal energy of the gas. Once measured in Fahrenheit (in the dark times), now measured in degrees Celsius or degrees Kelvin. To convert from Celsius to Kelvin, simply subtract 273.15 degrees. It is impossible to have a negative value on the Kelvin scale.

== Relating them all together ==

All four of the above values balance each other in any given system. A change in one will effect the others.

=== For example===
Let's pretend that we have a 100 liter container of some gas. We squeeze that container down to 50 liters. What would happen to the quantity, pressure, and temperature?

Well, the quantity would stay the same, obviously.
Pressure will most likely increase.
But what about temperature? Well, as it turns out, it will increase as well (but not by a lot... Most of the change is in pressure).

So how exactly do all these values play with each other? The answer to this question lies in the ideal gas equation:

P * V = n * R * T

Where:

P - Pressure in Pascals

V - Volume in Liters

n - Quantity in moles

T - Temperature in Kelvin

R - Ideal Gas Constant (in this case, we use 8314.46261815324) in unites of (deep breath..) Liter Pascals per Kelvin moles (Lit * Pa)/(mol * deg K)

So, if we had a furnace with 2 mol of gas in it at 300 degrees Kelvin, what would be the pressure? (A furnace has a 1,000 liter capacity)

PV = nRT

Rearrange for Pressure:
P=(nRT)/V
P = (2 * 8314.46 * 300)/1000 = (approx) 5 kPa (or 5000 Pascals)

Similarly, you can rearrange this equation to solve for volume, temperature, and quantity as needed.

== Volume Pump Example==

Using the same conditions as above, assume there is a volume pump attached to the input (like you find on an advanced furnace. If you're poor and can't afford an advanced furnace, use a regular furnace with an attached volume pump on the inlet. You hobo). Assume the pressure behind the volume pump is at a steady 50 Megapascals (50E6 Pascals) at 200 degrees Kelvin and there is 5 pipe segments (100 Liters per pipe segment = 500 Liters). That stationer (being dumb, I guess) turns the pump up to 100 Liters. How much pressure is going to be added to the system on each game tick? Should the stationeer be sh***ing their space suit?

''Now is a good time to mention that the dial on a volume pump is actually a measure of rate, not volume. When setting the volume pump to 10 Liters, it actually means "10 Liters per game tick". WHY it's just labelled as volume and what determines a game tick? I don't know, go ask the devloper - I'm busy.
''
First thing you need to figure out is now many moles of gas their are per liter in the pipe. So, rearrange the magical equation for n:
n = (PV)/(RT)
R = 8314.46 (This is always the same.. That's why they call it a 'constant)
T = 200 degrees Kelvin
P = 50E6 Pascals
V = 500 Liters of pipe (5 segments, each holding 100 Liters)

You can also calculate the number of moles in the pipe and divide that by the volume of the pipe (each pipe segment is 100 Liters):
n = (PV)/(RT) = (5E6 * 500)/(8314.46 * 200) = 1503.4 moles of gas in the pipe.

1503.4 moles of gas contained in 500 Liters of pipe means each liter has 1503.4/500 = approximately 3 moles of gas per Liter.

So, each game tick 100 Liters of gas is pumped into the furnace. Each liter contains 3 moles of gas, which means that each game tick 300 moles of gas is pumped into the furnace.

How much pressure does 300 moles exert in the furnace? Arrange the equation to solve for pressure:

P = (nRT)/V

Where:
n = 300 moles
R = 8314.46 blah blah constant blah blah
T = 300 degrees kelvin (remember, the furnace was a bit warmer than the pipes..)
V = 1000 Liters (the volume of the furnace). "Go throw a log in the ten piper", grandpa would say..

P=(nRT)/V = (300*8314.46*300)/1000 = 748301 Pascals (or 748 kPa).

So, each game tick will add 748 kPa to the furnace at this rate. That's pretty quick. Not space suit soiling quick, but it can get out of hand if you're not careful. The furnace will blow around 60 MPa (I think) so....

== Extra Credit!!==

For those of you that are really keen, you can use calculus to compute rates. Assuming everything else remains constant, just differentiate the equation according the variables you need. So, if you want to know what the rate of change for pressure with respect to quantity (moles) you can:

P = (nRT)/V
dP/dn = (d/dn)(nRT)/V = (RT/V)*(dn/d)n = RT/V (in unites of Pascals per mole)

Change in temperature with respect to the change in pressure:

T = (PV)/(nR)
dT/dP = (d/dP){(PV)/(nR)} = {V/(nR)} * (d/dP)P = V/(nR)

Pressure, Volume, Quantity, and Temperature

2021-01-21T17:36:16Z

Microft: /* Pressure, Volume, Quantity, and Temperature */

= Pressure, Volume, Quantity, and Temperature =

In this article, I will take you through the physics relating Pressure, Volume, Quantity and Temperate. I will then take you through a few example of applying it using the same style that you find in a high school text book. FUN!

''Side note: I use engineering notation here sometimes. For example, one thousand can be shown as 1E3. I may also use a 'k' too, but that can sometimes be confused with the K for Kelvins, so I try to stay clear of it.''

''Side side note: I haven't checked these calculations.''

== Definitions==

'''Pressure''': This is the physical force applied on the walls of the containing vessel. Measured in '''Pa'''scals. Also known as Pounds Per Square Inch (PSI) in antiquated system.

'''Volume''': This is a measure of the physical space that the gas occupies. Measured in '''L'''iters. 1 Liter is equal to the space contained in a 10 x 10 x 10 cm space. (Or Approximately 3.94 x 3.94 x 3.94 Inches in ancient times).

'''Quantity''': The number of particles contained in a particular space. In our case, it is the number of molecules measured in '''mol'''es. 1 Mole = 6.022E23 molecules. (or around 602,200,000,000,000,000,000,000 molecules. ).

'''Temperature''': A measure of the thermal energy of the gas. Once measured in Fahrenheit (in the dark times), now measured in degrees Celsius or degrees Kelvin. To convert from Celsius to Kelvin, simply subtract 273.15 degrees. It is impossible to have a negative value on the Kelvin scale.

== Relating them all together ==

All four of the above values balance each other in any given system. A change in one will effect the others.

=== For example===
Let's pretend that we have a 100 liter container of some gas. We squeeze that container down to 50 liters. What would happen to the quantity, pressure, and temperature?

Well, the quantity would stay the same, obviously.
Pressure will most likely increase.
But what about temperature? Well, as it turns out, it will increase as well (but not by a lot... Most of the change is in pressure).

So how exactly do all these values play with each other? The answer to this question lies in the ideal gas equation:

P * V = n * R * T

Where:
P - Pressure in Pascals
V - Volume in Liters
n - Quantity in moles
T - Temperature in Kelvin
R - Ideal Gas Constant (in this case, we use 8314.46261815324) in unites of (deep breath..) Liter Pascals per Kelvin moles (Lit * Pa)/(mol * deg K)

So, if we had a furnace with 2 mol of gas in it at 300 degrees Kelvin, what would be the pressure? (A furnace has a 1,000 liter capacity)

PV = nRT

Rearrange for Pressure:
P=(nRT)/V
P = (2 * 8314.46 * 300)/1000 = (approx) 5 kPa (or 5000 Pascals)

Similarly, you can rearrange this equation to solve for volume, temperature, and quantity as needed.

== Volume Pump Example==

Using the same conditions as above, assume there is a volume pump attached to the input (like you find on an advanced furnace. If you're poor and can't afford an advanced furnace, use a regular furnace with an attached volume pump on the inlet. You hobo). Assume the pressure behind the volume pump is at a steady 50 Megapascals (50E6 Pascals) at 200 degrees Kelvin and there is 5 pipe segments (100 Liters per pipe segment = 500 Liters). That stationer (being dumb, I guess) turns the pump up to 100 Liters. How much pressure is going to be added to the system on each game tick? Should the stationeer be sh***ing their space suit?

''Now is a good time to mention that the dial on a volume pump is actually a measure of rate, not volume. When setting the volume pump to 10 Liters, it actually means "10 Liters per game tick". WHY it's just labelled as volume and what determines a game tick? I don't know, go ask the devloper - I'm busy.
''
First thing you need to figure out is now many moles of gas their are per liter in the pipe. So, rearrange the magical equation for n:
n = (PV)/(RT)
R = 8314.46 (This is always the same.. That's why they call it a 'constant)
T = 200 degrees Kelvin
P = 50E6 Pascals
V = 500 Liters of pipe (5 segments, each holding 100 Liters)

You can also calculate the number of moles in the pipe and divide that by the volume of the pipe (each pipe segment is 100 Liters):
n = (PV)/(RT) = (5E6 * 500)/(8314.46 * 200) = 1503.4 moles of gas in the pipe.

1503.4 moles of gas contained in 500 Liters of pipe means each liter has 1503.4/500 = approximately 3 moles of gas per Liter.

So, each game tick 100 Liters of gas is pumped into the furnace. Each liter contains 3 moles of gas, which means that each game tick 300 moles of gas is pumped into the furnace.

How much pressure does 300 moles exert in the furnace? Arrange the equation to solve for pressure:

P = (nRT)/V

Where:
n = 300 moles
R = 8314.46 blah blah constant blah blah
T = 300 degrees kelvin (remember, the furnace was a bit warmer than the pipes..)
V = 1000 Liters (the volume of the furnace). "Go throw a log in the ten piper", grandpa would say..

P=(nRT)/V = (300*8314.46*300)/1000 = 748301 Pascals (or 748 kPa).

So, each game tick will add 748 kPa to the furnace at this rate. That's pretty quick. Not space suit soiling quick, but it can get out of hand if you're not careful. The furnace will blow around 60 MPa (I think) so....

== Extra Credit!!==

For those of you that are really keen, you can use calculus to compute rates. Assuming everything else remains constant, just differentiate the equation according the variables you need. So, if you want to know what the rate of change for pressure with respect to quantity (moles) you can:

P = (nRT)/V
dP/dn = (d/dn)(nRT)/V = (RT/V)*(dn/d)n = RT/V (in unites of Pascals per mole)

Change in temperature with respect to the change in pressure:

T = (PV)/(nR)
dT/dP = (d/dP){(PV)/(nR)} = {V/(nR)} * (d/dP)P = V/(nR)

Pressure, Volume, Quantity, and Temperature

2021-01-21T17:35:28Z

Microft: /* Pressure, Volume, Quantity, and Temperature */

= Pressure, Volume, Quantity, and Temperature =

In this article, I will take you through the physics relating Pressure, Volume, Quantity and Temperate. I will then take you through a few example of applying it using the same style that you find in a high school text book. FUN!

Side note: I use engineering notation here sometimes. For example, one thousand can be shown as 1E3. I may also use a 'k' too, but that can sometimes be confused with the K for Kelvins, so I try to stay clear of it.

Side side note: I haven't checked these calculations.

== Definitions==

'''Pressure''': This is the physical force applied on the walls of the containing vessel. Measured in '''Pa'''scals. Also known as Pounds Per Square Inch (PSI) in antiquated system.

'''Volume''': This is a measure of the physical space that the gas occupies. Measured in '''L'''iters. 1 Liter is equal to the space contained in a 10 x 10 x 10 cm space. (Or Approximately 3.94 x 3.94 x 3.94 Inches in ancient times).

'''Quantity''': The number of particles contained in a particular space. In our case, it is the number of molecules measured in '''mol'''es. 1 Mole = 6.022E23 molecules. (or around 602,200,000,000,000,000,000,000 molecules. ).

'''Temperature''': A measure of the thermal energy of the gas. Once measured in Fahrenheit (in the dark times), now measured in degrees Celsius or degrees Kelvin. To convert from Celsius to Kelvin, simply subtract 273.15 degrees. It is impossible to have a negative value on the Kelvin scale.

== Relating them all together ==

All four of the above values balance each other in any given system. A change in one will effect the others.

=== For example===
Let's pretend that we have a 100 liter container of some gas. We squeeze that container down to 50 liters. What would happen to the quantity, pressure, and temperature?

Well, the quantity would stay the same, obviously.
Pressure will most likely increase.
But what about temperature? Well, as it turns out, it will increase as well (but not by a lot... Most of the change is in pressure).

So how exactly do all these values play with each other? The answer to this question lies in the ideal gas equation:

P * V = n * R * T

Where:
P - Pressure in Pascals
V - Volume in Liters
n - Quantity in moles
T - Temperature in Kelvin
R - Ideal Gas Constant (in this case, we use 8314.46261815324) in unites of (deep breath..) Liter Pascals per Kelvin moles (Lit * Pa)/(mol * deg K)

So, if we had a furnace with 2 mol of gas in it at 300 degrees Kelvin, what would be the pressure? (A furnace has a 1,000 liter capacity)

PV = nRT

Rearrange for Pressure:
P=(nRT)/V
P = (2 * 8314.46 * 300)/1000 = (approx) 5 kPa (or 5000 Pascals)

Similarly, you can rearrange this equation to solve for volume, temperature, and quantity as needed.

== Volume Pump Example==

Using the same conditions as above, assume there is a volume pump attached to the input (like you find on an advanced furnace. If you're poor and can't afford an advanced furnace, use a regular furnace with an attached volume pump on the inlet. You hobo). Assume the pressure behind the volume pump is at a steady 50 Megapascals (50E6 Pascals) at 200 degrees Kelvin and there is 5 pipe segments (100 Liters per pipe segment = 500 Liters). That stationer (being dumb, I guess) turns the pump up to 100 Liters. How much pressure is going to be added to the system on each game tick? Should the stationeer be sh***ing their space suit?

Now is a good time to mention that the dial on a volume pump is actually a measure of rate, not volume. When setting the volume pump to 10 Liters, it actually means "10 Liters per game tick". WHY it's just labelled as volume and what determines a game tick? I don't know, go ask the devloper - I'm busy.

First thing you need to figure out is now many moles of gas their are per liter in the pipe. So, rearrange the magical equation for n:
n = (PV)/(RT)
R = 8314.46 (This is always the same.. That's why they call it a 'constant)
T = 200 degrees Kelvin
P = 50E6 Pascals
V = 500 Liters of pipe (5 segments, each holding 100 Liters)

You can also calculate the number of moles in the pipe and divide that by the volume of the pipe (each pipe segment is 100 Liters):
n = (PV)/(RT) = (5E6 * 500)/(8314.46 * 200) = 1503.4 moles of gas in the pipe.

1503.4 moles of gas contained in 500 Liters of pipe means each liter has 1503.4/500 = approximately 3 moles of gas per Liter.

So, each game tick 100 Liters of gas is pumped into the furnace. Each liter contains 3 moles of gas, which means that each game tick 300 moles of gas is pumped into the furnace.

How much pressure does 300 moles exert in the furnace? Arrange the equation to solve for pressure:

P = (nRT)/V

Where:
n = 300 moles
R = 8314.46 blah blah constant blah blah
T = 300 degrees kelvin (remember, the furnace was a bit warmer than the pipes..)
V = 1000 Liters (the volume of the furnace). "Go throw a log in the ten piper", grandpa would say..

P=(nRT)/V = (300*8314.46*300)/1000 = 748301 Pascals (or 748 kPa).

So, each game tick will add 748 kPa to the furnace at this rate. That's pretty quick. Not space suit soiling quick, but it can get out of hand if you're not careful. The furnace will blow around 60 MPa (I think) so....

== Extra Credit!!==

For those of you that are really keen, you can use calculus to compute rates. Assuming everything else remains constant, just differentiate the equation according the variables you need. So, if you want to know what the rate of change for pressure with respect to quantity (moles) you can:

P = (nRT)/V
dP/dn = (d/dn)(nRT)/V = (RT/V)*(dn/d)n = RT/V (in unites of Pascals per mole)

Change in temperature with respect to the change in pressure:

T = (PV)/(nR)
dT/dP = (d/dP){(PV)/(nR)} = {V/(nR)} * (d/dP)P = V/(nR)

Pressure, Volume, Quantity, and Temperature

2021-01-21T17:33:58Z

Microft: Created page with "= Pressure, Volume, Quantity, and Temperature = In this article, I will take you through the physics relating Pressure, Volume, Quantity and Temperatue. I will then take you..."

= Pressure, Volume, Quantity, and Temperature =

In this article, I will take you through the physics relating Pressure, Volume, Quantity and Temperatue. I will then take you through a few example of applying it using the same style that you find in a high school text book. FUN!

Side note: I use engineering notation here sometimes. For example, one thousand can be shown as 1E3. I may also use a 'k' too, but that can sometimes be confused with the K for Kelvins, so I try to stay clear of it.

Side side note: I haven't checked these calculations.

== Definitions==

'''Pressure''': This is the physical force applied on the walls of the containing vessel. Measured in '''Pa'''scals. Also known as Pounds Per Square Inch (PSI) in antequated system.

'''Volume''': This is a measure of the physical space that the gas occupies. Measured in '''L'''iters. 1 Liter is equal to the space contained in a 10 x 10 x 10 cm space. (Or Approximately 3.94 x 3.94 x 3.94 Inches in ancient times).

'''Quantity''': The number of particles contained in a particular space. In our case, it is the number of molecules measured in '''mol'''es. 1 Mole = 6.022E23 molecules. (or around 602,200,000,000,000,000,000,000 molecules. ).

'''Temperature''': A measure of the thermal energy of the gas. Once measured in Ferenheit (in the dark times), now measured in degrees Celcius or degrees Kelvin. To convert from Celcius to Kelvin, simply subratact 273.15 degrees. It is impossible to have a negative value on the Kelvin scale.

== Relating them all together ==

All four of the above values balance each other in any given system. A change in one will effect the others.

=== For example===
Let's pretend that we have a 100 liter container of some gas. We squeeze that container down to 50 liters. What would happen to the quantity, pressure, and temperature?

Well, the quatity would stay the same, obviously.
Pressure will most likely increase.
But what about temperature? Well, as it turns out, it will increase as well (but not by a lot... Most of the change is in pressure).

So how exactly do all these values play with each other? The answer to this question lies in the ideal gas equation:

P * V = n * R * T

Where:
P - Pressure in Pascals
V - Volume in Liters
n - Quantity in moles
T - Temperature in Kelvin
R - Ideal Gas Constant (in this case, we use 8314.46261815324) in unites of (deep breath..) Liter Pascals per Kelvin moles (Lit * Pa)/(mol * deg K)

So, if we had a furnace with 2 mol of gas in it at 300 degrees Kelvin, what would be the pressure? (A furnace has a 1,000 liter capacity)

PV = nRT

Rearrange for Pressure:
P=(nRT)/V
P = (2 * 8314.46 * 300)/1000 = (approx) 5 kPa (or 5000 Pascals)

Similarly, you can rearrange this equation to solve for volume, temperature, and quantity as needed.

== Volume Pump Example==

Using the same conditions as above, assume there is a volume pump attached to the input (like you find on an advanced furnace. If you're poor and can't afford an advanced furnace, use a regular furnace with an attached volume pump on the inlet. You hobo). Assume the pressure behind the volume pump is at a steady 50 Megapascals (50E6 Pascals) at 200 degrees Kelvin and there is 5 pipe segments (100 Liters per pipe segment = 500 Liters). That stationeer (being dumb, I guess) turns the pump up to 100 Liters. How much pressure is going to be added to the system on each game tick? Should the stationeer be sh***ing their space suit?

Now is a good time to mention that the dial on a volume pump is actually a measure of rate, not volume. When setting the volume pump to 10 Liters, it actually means "10 Liters per game tick". WHY it's just labelled as volume and what determines a game tick? I don't know, go ask the devloper - I'm busy.

First thing you need to figure out is now many moles of gas their are per liter in the pipe. So, rearrange the magical equation for n:
n = (PV)/(RT)
R = 8314.46 (This is always the same.. That's why they call it a 'constant)
T = 200 degrees Kelvin
P = 50E6 Pascals
V = 500 Liters of pipe (5 segments, each holding 100 Liters)

You can also calculate the number of moles in the pipe and divide that by the volume of the pipe (each pipe segment is 100 Liters):
n = (PV)/(RT) = (5E6 * 500)/(8314.46 * 200) = 1503.4 moles of gas in the pipe.

1503.4 moles of gas contained in 500 Liters of pipe means each liter has 1503.4/500 = approximately 3 moles of gas per Liter.

So, each game tick 100 Liters of gas is pumped into the furnace. Each liter contains 3 moles of gas, which means that each game tick 300 moles of gas is pumped into the furnace.

How much pressure does 300 moles exert in the furnace? Arrange the equation to solve for pressure:

P = (nRT)/V

Where:
n = 300 moles
R = 8314.46 blah blah constant blah blah
T = 300 degrees kelvin (remember, the furnace was a bit warmer than the pipes..)
V = 1000 Liters (the volume of the furnace). "Go throw a log in the ten piper", granpa would say..

P=(nRT)/V = (300*8314.46*300)/1000 = 748301 Pascals (or 748 kPa).

So, each game tick will add 748 kPa to the furnace at this rate. That's pretty quick. Not space suit soiling quick, but it can get out of hand if you're not careful. The furnace will blow around 60 MPa (I think) so....

== Extra Credit!!==

For those of you that are really keen, you can use calculus to compute rates. Assuming everything else remains constant, just differentiate the equation according the variables you need. So, if you want to know what the rate of change for pressure with respect to quantity (moles) you can:

P = (nRT)/V
dP/dn = (d/dn)(nRT)/V = (RT/V)*(dn/d)n = RT/V (in unites of Pascals per mole)

Change in temperature with respect to the change in pressure:

T = (PV)/(nR)
dT/dP = (d/dP){(PV)/(nR)} = {V/(nR)} * (d/dP)P = V/(nR)

Main Page

2021-01-21T17:30:33Z

Microft: Adding a new guide page

<languages/>
<translate>


<div class="row">


<div class="small-12 column main-banner text-center">
[[Image:Wiki_home_banner.png|center|link=https://stationeers.com/]]
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<div class="small-12 column">
<p>Welcome to [[Special:MyLanguage/Stationeers|Stationeers]] Unofficial Wiki.<br>
[[Special:MyLanguage/Stationeers|Stationeers]] is being developed by RocketWerkz Ltd., directed by Dean 'rocket2guns' Hall!
To obtain your copy, go to https://stationeers.com or purchase Early Access on [http://store.steampowered.com/app/544550/Stationeers/ Steam].<br>
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Keep in touch on [https://discordapp.com/invite/stationeers Discord] or [https://www.reddit.com/r/Stationeers/ Reddit].
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<p>
[https://stationeering.com/versions/recent Stationeers Version History]
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<div class="row">


<div class="small-12 columns">
<h4 class="subheader"><span class="fa fa-tasks fa-lg"></span>Guides</h4>
<div class="large-6 columns">
<ul style="margin-left:8px;">
<li>'''[[Special:MyLanguage/Beginner's Guide|Beginner's Guide]]'''</li>
<li>[[Special:MyLanguage/Guide (Airlock)|Guide (Airlock)]]</li>
<li>[[Special:MyLanguage/Guide (Farming)|Guide (Farming)]]</li>
</ul>
</div>
<div class="large-6 columns">
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Air_Filtration_System|Air Filtration System]]</li>
<li>[[Special:MyLanguage/Craftable items|List of all craftable items]]</li>
<li>[[Special:MyLanguage/Constructing and Deconstructing Walls|Constructing and Deconstructing Walls]]</li>
<li>[[Special:MyLanguage/Dedicated_Server_Guide|Dedicated server guide]]</li>
<li>[[Special:MyLanguage/Solar_Logic_Circuits_Guide|Solar Panel Control using Logic Gates]]</li>
<li>[[Special:MyLanguage/Starting Gear|Starting Gear]]</li>
<li>[[Special:MyLanguage/Guide_(Modding)|Modding the Game]]</li>
</ul>
</div>
</div>

</div>

<div class="row">


<div class="small-12 columns">
<h4 class="subheader"><span class="fa fa-book fa-lg"></span>User Made Guides</h4>
<div class="large-6 columns">
<ul style="margin-left:8px;">
<li>Cheat Sheets</li>
<ul style="margin-left:8px;">
<li>[[Research Tree]] (Wiki Page)</li>
<li>[https://goo.gl/TsdqfM Silent1's Cheat Sheet] by silent1 (Reference sheet)</li>
<li>[[Atmospheric Components Quick Reference]]</li>
<li>[[Energy Storage Reference]]</li>
</ul>
<li>Tutorial</li>
<ul style="margin-left:8px;">
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1230358763 Building your first base] by Sunspots (Steam Guide)</li>
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1230373894 Hardly's List of Lamentable Mistakes] by Hardly (Steam Guide)</li>
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1253687517 Tutorial Video Series] by Rhadamant (Steam Guide)</li>
</ul>
<li>Modding</li>
<ul style="margin-left:8px;">
<li>[[Adding new worlds]]</li>
</ul>
<li>Automation</li>
<ul style="margin-left:8px;">
<li>[https://stationeers-wiki.com/Auto_Night_Lights Auto Night Lights circuit] by DocRabbit (Wiki Guide)</li>
<li>[https://stationeers-wiki.com/Automated_Arc_Furnace Automated Arc Furnace] by JavaSkeptre (Wiki Guide)</li>
<li>[https://stationeers-wiki.com/Automated_Coal_Generator Automated Coal Generator] by JavaSkeptre (Wiki Guide)</li>
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1231053369 Manual No More! Quick Guide to Auto-Solar Power] by {LEO} SuPeR GunshotXxX (Steam Guide)</li>
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1254363900 The most effective automation of solar panels] by H_Sage (Steam Guide)</li>
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1251261186 Simple Stacker Automatisation] by Arran Chace (Steam Guide)</li>
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1232888907 Super Simple Autocycling Airlock] by Hardly (Steam Guide)</li>
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1231660909 Super Simple Steel Smelting] by Hardly (Steam Guide)</li>
<li>[http://stationeers-wiki.com/Semi-Automatic_Autolathe Semi-Automatic Autolathe] by Korbah (Wiki Guide)</li>
<li>[https://stationeers-wiki.com/Satellite_Tracking Automatic Satellite Tracking] by JedBolt (Wiki Guide)</li>
<li>[https://stationeers-wiki.com/Easy_Auto_Arc_Furnace Easy Automated Arc Furnace] by Sarstan (Wiki Guide)</li>
</ul>
</ul>
</div>
<div class="large-6 columns">
<ul style="margin-left:8px;">
<li>Atmospherics</li>
<ul style="margin-left:8px;">
<li>[https://steamcommunity.com/sharedfiles/filedetails/?id=1283505695 25 Watt Passive Cooling Solution] By Amallore (Steam Guide)</li>
<li>[[Automated Temperature Regulation]] by Jaffa (Wiki Guide)</li>
<li>[[Basic Canister Mixing Setup]] by Viperel (Wiki Guide)</li>
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1271148797 Canister handling made easy] by Gears (Steam Guide)</li>
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1232718432 HELP! My welder fuel is gone!] by Moomanji (Steam Guide)</li>
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1256512507 Logic Thermostat 20-25C] by Gears (Steam Guide)</li>
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1248037824 Pipe Regulators 101] by NugunsKnight (Steam Guide)</li>
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1245663146 Simple Gas Filtration System] by Wesir (Steam Guide)</li>
<li>[https://steamcommunity.com/sharedfiles/filedetails/?id=1293043168 Thermostat or Filtration with Buffer] By Amallore (Steam Guide)</li>
<li>[https://stationeers-wiki.com/Custom_Airlock_IC10 Custom Airlock with IC10] by JedBolt (Wiki Guide)</li>
</ul>
<li>Logic</li>
<ul style="margin-left:8px;">
<li>[[Always-on circuit guide|Always-On- / Auto-Restart- Circuit]] by Raumfahrtdoc (Wiki Guide)</li>
<li>[[Dead Simple Light Switch]] by Evie Codes (Wiki Guide)</li>
<li>[https://steamcommunity.com/workshop/filedetails/discussion/1517633472/1735465524705571551/ How to use IC scripts from the workshop] By DirtyRat (Steam Guide)</li>
<li>[[Logic Pulse Former]] by Evie Codes (Wiki Guide)</li>
<li>[[Timing Circuit|Timer circuit]] by MrBigras (Wiki Guide)</li>
<li>[http://steamcommunity.com/sharedfiles/filedetails/?id=1236169037 Slightly-Less-Simple Logic Units] by Hardly (Steam Guide)</li>
<li>[https://steamcommunity.com/sharedfiles/filedetails/?id=1536155985 The ultimate power display] by adamkk03 (Steam Guide)</li>
<li>[[Advanced IC10 Programming]] by JedBolt (Wiki Guide)</li>
</ul>
<li>Math</li>
<ul style="margin-left:8px;">
<li>[[Pressure, Volume, Quantity, and Temperature]] by Micro</li>
</ul>
</ul>
</div>
</div>

</div>

<div class="row">


<div class="large-4 medium-6 columns">
<h3 class="subheader"><span class="fa fa-cubes fa-lg" style="display:inline;"></span>Ores</h3>
<div class="medium-6 columns">
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Ores|Ores]]</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Ore (Cobalt)|Cobalt]]</li>
<li>[[Special:MyLanguage/Ore (Copper)|Copper]]</li>
<li>[[Special:MyLanguage/Ore (Gold)|Gold]]</li>
<li>[[Special:MyLanguage/Ore (Iron)|Iron]]</li>
<li>[[Special:MyLanguage/Ore (Lead)|Lead]]</li>
<li>[[Special:MyLanguage/Ore (Nickel)|Nickel]]</li>
<li>[[Special:MyLanguage/Ore (Silicon)|Silicon]]</li>
<li>[[Special:MyLanguage/Ore (Silver)|Silver]]</li>
<li>[[Special:MyLanguage/Reagent Mix|Reagent Mix]]</li>
</ul>
</ul>
</div>
<div class="medium-6 columns">
<ul style="margin-left:8px;">
<li>Solid Fuels</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Ore (Coal)|Coal]]</li>
<li>[[Special:MyLanguage/Ore (Uranium)|Uranium]]</li>
<li>[[Special:MyLanguage/Charcoal|Charcoal]]</li>
</ul>
</ul>
</div>
<div class="medium-6 columns">
<ul style="margin-left:8px;">
<li>Frozen Gases</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Ice (Oxite)|Oxite]]</li>
<li>[[Special:MyLanguage/Ice (Volatiles)|Volatiles]]</li>
<li>[[Special:MyLanguage/Ice (Water)|Water]]</li>
</ul>
</ul>
</div>
</div>


<div class="large-4 medium-6 columns">
<h3 class="subheader"><span class="fa fa-filter fa-lg" style="display:inline;"></span>Ingots</h3>
<div class="medium-6 columns">
<ul style="margin-left:8px;">
<li>Elements</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Ingot (Copper)|Copper]]</li>
<li>[[Special:MyLanguage/Ingot (Gold)|Gold]]</li>
<li>[[Special:MyLanguage/Ingot (Iron)|Iron]]</li>
<li>[[Special:MyLanguage/Ingot (Lead)|Lead]]</li>
<li>[[Special:MyLanguage/Ingot (Nickel)|Nickel]]</li>
<li>[[Special:MyLanguage/Ingot (Silicon)|Silicon]]</li>
<li>[[Special:MyLanguage/Ingot (Silver)|Silver]]</li>
</ul>
</ul>
</div>
<div class="medium-6 columns">
<ul style="margin-left:8px;">
<li>Alloys</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Ingot (Constantan)|Constantan]]</li>
<li>[[Special:MyLanguage/Ingot (Electrum)|Electrum]]</li>
<li>[[Special:MyLanguage/Ingot (Invar)|Invar]]</li>
<li>[[Special:MyLanguage/Ingot (Solder)|Solder]]</li>
<li>[[Special:MyLanguage/Ingot (Steel)|Steel]]</li>
</ul>
<li>Superalloys</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Ingot (Astroloy)|Astroloy]]</li>
<li>[[Special:MyLanguage/Ingot (Hastelloy)|Hastelloy]]</li>
<li>[[Special:MyLanguage/Ingot (Inconel)|Inconel]]</li>
<li>[[Special:MyLanguage/Ingot (Stellite)|Stellite]]</li>
<li>[[Special:MyLanguage/Ingot (Waspaloy)|Waspaloy]]</li>
</ul>
</ul>
</div>
</div>


<div class="large-4 medium-6 columns">
<h3 class="subheader"><span class="fa fa-spinner fa-lg" style="display:inline;"></span>Gases</h3>
<div class="medium-5 columns">
<ul style="margin-left:8px;">
<li>Elements</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Hydrogen|Hydrogen (H<sub>2</sub>)]]</li>
<li>[[Special:MyLanguage/Nitrogen|Nitrogen (N<sub>2</sub>)]]</li>
<li>[[Special:MyLanguage/Oxygen|Oxygen (O<sub>2</sub>)]]</li>
<li>[[Special:MyLanguage/Pollutant|Pollutants (X)]]</li>
<li>[[Special:MyLanguage/Volatiles|Volatiles]]</li>
</ul>
</ul>
</div>
<div class="medium-7 columns">
<ul style="margin-left:8px;">
<li>Compounds</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Carbon Dioxide|Carbon Dioxide (CO<sub>2</sub>)]]</li>
<li>[[Special:MyLanguage/Nitrous Oxide|Nitrous Oxide (N<sub>2</sub>O)]]</li>
<li>[[Special:MyLanguage/Water|Water (H<sub>2</sub>O)]]</li>
</ul>
</ul>
<ul style="margin-left:8px;">
<li>Mixtures</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Fuel|Fuel (66.6% H<sub>2</sub> + 33.3% O<sub>2</sub>)]]</li>
</ul>
</ul>
</div>
</div>

</div>

<div class="row">


<div class="large-4 medium-6 columns">
<h3 class="subheader"><span class="fa fa-wrench fa-lg" style="display:inline;"></span>Hand Tools</h3>
<div class="medium-6 columns">
<ul style="margin-left:8px;">
<li>Construction</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Arc Welder|Arc Welder]]</li>
<li>[[Special:MyLanguage/Angle Grinder|Angle Grinder]]</li>
<li><del>[[Special:MyLanguage/Authoring Tool|Authoring Tool]]</del></li>
<li>[[Special:MyLanguage/Crowbar|Crowbar]]</li>
<li>[[Special:MyLanguage/Data Disk|Data Disk]]</li>
<li>[[Special:MyLanguage/Hand Drill|Hand Drill]]</li>
<li>[[Special:MyLanguage/Screwdriver|Screwdriver]]</li>
<li>[[Special:MyLanguage/Spray Paint|Spray Paint]]</li>
<li>[[Special:MyLanguage/Welding Torch|Welding Torch]]</li>
<li>[[Special:MyLanguage/Wire Cutters|Wire Cutters]]</li>
<li><del>[[Special:MyLanguage/Wreckage Constructor|Wreckage Constructor]]</del></li>
<li>[[Special:MyLanguage/Wrench|Wrench]]</li>
</ul>
<li>Mining</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Ground Penetrating Radar|Ground Penetrating Radar]]</li>
<li>[[Special:MyLanguage/Mining Drill|Mining Drill]]</li>
<li>[[Special:MyLanguage/Mining Drill (Heavy)|Mining Drill (Heavy)]]</li>
<li>[[Special:MyLanguage/Pickaxe|Pickaxe]]</li>
</ul>
<li>Location Markers</li>
<ul style="margin-left:8px;">
<li><del>[[Special:MyLanguage/Chem Light|Chem Light]]</del></li>
<li>[[Special:MyLanguage/Kit (Small Flag)|Kit () Small Flag]]</li>
<li>[[Special:MyLanguage/Road Flare|Road Flare]]</li>
<li>[[Special:MyLanguage/Tracking Beacon|Tracking Beacon]]</li>
</ul>
</ul>
</div>
<div class="medium-6 columns">
<ul style="margin-left:8px;">
<li>Others</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Duct Tape|Duct Tape]]</li>
<li>[[Special:MyLanguage/Fire Extinguisher|Fire Extinguisher]]</li>
<li>[[Special:MyLanguage/Handheld Tablet|Handheld Tablet]]</li>
<li><del>[[Special:MyLanguage/Handheld Scanner|Handheld Scanner]]</del></li>
<li>[[Special:MyLanguage/Labeller|Labeller ]]</li>
<li>[[Special:MyLanguage/Portable Light|Portable Light]]</li>
<li><del>[[Special:MyLanguage/Space Cleaner|Space Cleaner]]</del></li>
</ul>
<li>Weapons</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Ammo Box|Ammo Box]]</li>
<li>[[Special:MyLanguage/Energy Pistol|Energy Pistol]]</li>
<li>[[Special:MyLanguage/Energy Rifle|Energy Rifle]]</li>
<li>[[Special:MyLanguage/Fire Arm SMG|Fire Arm SMG]]</li>
<li>[[Special:MyLanguage/Hand Grenade|Hand Grenade]]</li>
<li>[[Special:MyLanguage/Handgun|Handgun]]</li>
<li>[[Special:MyLanguage/Handgun Magazine|Handgun Magazine]]</li>
<li>[[Special:MyLanguage/Lightsword|Lightsword]]</li>
<li>[[Special:MyLanguage/Remote Detonator|Remote Detonator]]</li>
<li>[[Special:MyLanguage/Remote Explosive|Remote Explosive]]</li>
<li>[[Special:MyLanguage/SMG Magazine|SMG Magazine]]</li>
</ul>
</ul>
</div>
</div>


<div class="large-2 medium-6 columns">
<h3 class="subheader"><span class="fa fa-tasks fa-lg" style="display:inline;"></span>Cartridges</h3>
<div class="medium-12 columns">
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Cartridge|Cartridges]]</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Cartridge (Access Control)#Access_Control|Access Control]]</li>
<li>[[Special:MyLanguage/Cartridge (Atmos Analyzer)#Atmos_Analyzer|Atmos Analyzer]]</li>
<li>[[Special:MyLanguage/Cartridge (Configuration)#Configuration|Configuration]]</li>
<li>[[Special:MyLanguage/Cartridge (eReader)#eReader|eReader]]</li>
<li>[[Special:MyLanguage/Cartridge (GPS)#GPS|GPS]]</li>
<li>[[Special:MyLanguage/Cartridge (Medical Analyzer)#Medical_Analyzer|Medical Analyzer]]</li>
<li>[[Special:MyLanguage/Cartridge (Network Analyzer)#Network_Analyzer|Network Analyzer]]</li>
<li>[[Special:MyLanguage/Cartridge (Ore Scanner)#Ore_Scanner|Ore Scanner]]</li>
<li>[[Special:MyLanguage/Cartridge (Ore Scanner (Color))|Ore Scanner (Color)]]</li>
<li>[[Special:MyLanguage/Cartridge (Tracker)#Tracker|Tracker]]</li>
</ul>
</ul>
</div>
</div>

 <div class="large-6 medium-6 columns">
<h3 class="subheader"><span class="fa fa-thermometer fa-lg" style="display:inline;"></span>Atmospherics</h3>
<div class="medium-6 columns">
<ul style="margin-left:8px;">
<li>Pipes</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Pipe)|Pipe]]</li>
<li>[[Special:MyLanguage/Kit (Pipe Label)|Pipe Label]]</li>
</ul>
<li>Vents</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Active Vent)|Active Vent]]</li>
<li>[[Special:MyLanguage/Kit (Passive Vent)|Passive Vent]]</li>
</ul>
<li>Regulators</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Digital Valve)|Digital Valve]]</li>
<li>[[Special:MyLanguage/Kit (Gas Mixer)|Gas Mixer]]</li>
<li>[[Special:MyLanguage/Kit (Pipe Valve)|Pipe Valve]]</li>
<li>[[Special:MyLanguage/Kit (Pressure Regulator)|Pressure Regulator]]</li>
<li>[[Special:MyLanguage/Kit (Pressure Regulator)|Back Pressure Regulator]]</li>
<li>[[Special:MyLanguage/Kit (Volume Pump)|Volume Pump]]</li>
</ul>
<li>Radiators</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Radiator)|Radiator]]</li>
<li>[[Special:MyLanguage/Kit (Wall Cooler)|Wall Cooler]]</li>
<li>[[Special:MyLanguage/Kit (Wall Heater)|Wall Heater]]</li>
</ul>
</ul>
</div>
<div class="medium-6 columns">
<ul style="margin-left:8px;">
<li>Processors</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Atmospherics)|Air Conditioner]]</li>
<li>[[Special:MyLanguage/Kit (Atmospherics)|Electrolyzer]]</li>
<li>[[Special:MyLanguage/Kit (Atmospherics)|Filtration]]</li>
<li>[[Special:MyLanguage/Kit (Atmospherics)|H2 Combustor]]</li>
<li>[[Special:MyLanguage/Kit (Portable Air Conditioner)|Portable Air Conditioner]]</li>
<li>[[Special:MyLanguage/Kit (Portable Scrubber)|Portable Scrubber]]</li>
</ul>
<li>Analyzers</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Pipe Analyzer)|Pipe Analyzer]]</li>
<li>[[Special:MyLanguage/Kit (Pipe Meter)|Pipe Meter]]</li>
</ul><li>Storage</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Canister|Canister]]</li>
<li>[[Special:MyLanguage/Gas Canister (Smart)|Gas Canister (Smart)]]</li>
<li>[[Special:MyLanguage/Kit (Canister Storage)|Canister Storage]]</li>
<li>[[Special:MyLanguage/Kit (Portable Tank)|Portable Tank]]</li>
<li>[[Special:MyLanguage/Kit (Tank)|Large Tank]]</li>
<li>[[Special:MyLanguage/Kit (Tank)|Small Tank]]</li>
<li>[[Special:MyLanguage/Kit (Tank Connector)|Tank Connector]]</li>
<li>[[Special:MyLanguage/(Kit) SDB Silo|SDB Silo]]</li>
</ul>
<li>Filters</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Filter|Filter]]</li>
<li>[[Special:MyLanguage/Heavy Filter|Heavy Filter]]</li>
<li>[[Special:MyLanguage/Medium Filter|Medium Filter]]</li>
</ul>
</ul>
</div>
</div>

</div>

<div class="row">


<div class="large-4 medium-6 columns">
<h3 class="subheader"><span class="fa fa-cogs fa-lg" style="display:inline;"></span>Manufacturing</h3>
<div class="medium-6 columns">
<ul style="margin-left:8px;">
<li>Printers</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Autolathe)|Autolathe]]</li>
<li>[[Special:MyLanguage/Kit (Electronics Printer)|Electronics Printer]]</li>
<li><del>[[Special:MyLanguage/Kit (Fabricator)|Fabricator]]</del></li>
<li>[[Special:MyLanguage/Kit (Hydraulic Pipe Bender)|Hydraulic Pipe Bender]]</li>
<li>[[Special:MyLanguage/Kit (Organics Printer)|Organics Printer]]</li>
<li>[[Special:MyLanguage/Kit (Security Printer)|Security Printer]]</li>
<li>[[Special:MyLanguage/Kit (Tool Manufactory)|Tool Manufactory]]</li>
</ul>
<li>MK2</li>
<ul style="margin-left:8px;">
<li>[[Autolathe Mk. II]]</li>
<li>[[Electronics Printer Mk. II]]</li>
<li>[[Hydraulic Pipe Bender Mk. II]]</li>
<li>[[Tool Manufactory Mk. II]]</li>
</ul>
<li>Mods</li>
<ul style="margin-left:8px;">
<li>[[Autolathe Printer Mod]]</li>
<li>[[Electronic Printer Mod]]</li>
<li>[[Pipe Bender Mod]]</li>
<li>[[Tool Printer Mod]]</li>
</ul>
</ul>
</div>
<div class="medium-6 columns">
<ul style="margin-left:8px;">
<li>Appliances</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Chemistry Station|Chemistry Station]]</li>
<li>[[Special:MyLanguage/Microwave|Microwave]]</li>
<li>[[Special:MyLanguage/Paint Mixer|Paint Mixer]]</li>
<li>[[Special:MyLanguage/Reagent Processor|Reagent Processor]]</li>
</ul>
<li>Smelting</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Advanced Furnace)|Advanced Furnace]]</li>
<li>[[Special:MyLanguage/Kit (Arc Furnace)|Arc Furnace]]</li>
<li>[[Special:MyLanguage/Kit (Furnace)|Furnace]]</li>
</ul>
<li>Recycling</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Centrifuge)|Centrifuge]]</li>
<li>[[Special:MyLanguage/Kit (Recycler)|Recycler]]</li>
</ul>
<li>Regulators</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Chutes)|Chutes]]</li>
<li>[[Special:MyLanguage/Kit (Conveyors)|Conveyors]]</li>
<li>[[Special:MyLanguage/Kit (Sorter)|Sorter]]</li>
<li>[[Special:MyLanguage/Kit (Stacker)|Stacker]]</li>
<li>[[Special:MyLanguage/Kit (Vending Machine)|Vending Machine]]</li>
<li>[[Special:MyLanguage/Kit (SDB Hopper)|SDB Hopper]]</li>
<li>[[Special:MyLanguage/Kit (SDB Hopper)|SDB Hopper Advanced]]</li>
</ul>
</ul>
</div>
</div>


<div class="large-8 medium-6 columns">
<h3 class="subheader"><span class="fa fa-building fa-lg" style="display:inline;"></span>Structure</h3>
<div class="medium-4 columns">
<ul style="margin-left:8px;">
<li>Doors</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Airlock)|Airlock]]</li>
<li>[[Special:MyLanguage/Kit (Airlock Gate)|Airlock Gate]]</li>
<li>[[Special:MyLanguage/Kit (Blast Door)|Blast Door]]</li>
<li><del>[[Special:MyLanguage/Kit (Docking Port)|Dock Port Side]]</del></li>
<li><del>[[Special:MyLanguage/Kit (Docking Port)|Dock Ship Side]]</del></li>
<li>[[Special:MyLanguage/Kit (Door)|Composite Door]]</li>
<li>[[Special:MyLanguage/Kit (Door)|Composite Roll Cover]]</li>
<li>[[Special:MyLanguage/Kit (Door)|Glass Door]]</li>
</ul>
<li>Elevators</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Elevator)|Elevator Level]]</li>
<li>[[Special:MyLanguage/Kit (Elevator)|Elevator Shaft]]</li>
<li>[[Special:MyLanguage/Kit (Ladder)|Ladder]]</li>
<li>[[Special:MyLanguage/Kit (Ladder)|Ladder End]]</li>
<li>[[Special:MyLanguage/Kit (Ladder)|Ladder Platform]]</li>
<li>[[Special:MyLanguage/Kit (Stairs)|Stairs]]</li>
</ul>
<li>Frames</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Iron Frames|Iron Frames]]</li>
<li>[[Special:MyLanguage/Steel Frames|Steel Frames]]</li>
</ul>
</ul>
</div>
<div class="medium-4 columns">
<ul style="margin-left:8px;">
<li>Floors & Walls</li>
<ul style="margin-left:8px;">
<li><del>[[Special:MyLanguage/Insulation|Insulation]]</del></li>
<li>[[Special:MyLanguage/Kit (Arched Wall)|Arched Wall]]</li>
<li>[[Special:MyLanguage/Kit (Cladding)|Cladding]]</li>
<li>[[Special:MyLanguage/Kit (Flat Wall)|Flat Wall]]</li>
<li>[[Special:MyLanguage/Kit (Floor Grating)|Floor Grating]]</li>
<li>[[Special:MyLanguage/Kit (Geometric Wall)|Geometric Wall]]</li>
<li>[[Special:MyLanguage/Kit (Iron Walls)|Iron Walls]]</li>
<li>[[Special:MyLanguage/Kit (Padded Wall)|Padded Wall]]</li>
<li>[[Special:MyLanguage/Kit (Wall)|Wall]]</li>
<li>[[Special:MyLanguage/Kit (Railing)|Industrial Railing]]</li>
<li>[[Special:MyLanguage/Kit (Railing)|Elegant Railing]]</li>
</ul>
<li>Lights</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Flashing Light)|Flashing Light]]</li>
<li>[[Special:MyLanguage/Kit (Lights)|Diode Slide]]</li>
<li>[[Special:MyLanguage/Kit (Lights)|LED]]</li>
<li>[[Special:MyLanguage/Kit (Lights)|Wall Light]]</li>
<li>[[Special:MyLanguage/Kit (Lights)|Wall Light (Battery)]]</li>
<li>[[Special:MyLanguage/Kit (Lights)|Wall Light (Long)]]</li>
<li>[[Special:MyLanguage/Kit (Lights)|Wall Light (Long Angled)]]</li>
<li>[[Special:MyLanguage/Kit (Lights)|Wall Light (Long Wide)]]</li>
</ul>
<li>Signs</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Sign)|Sign]]</li>
</ul>
</ul>
</div>
<div class="medium-4 columns">
<ul style="margin-left:8px;">
<li>Rovers and Shuttles</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Landing Pad)|Landing Pad]]</li>
<li>[[Special:MyLanguage/Kit (Rover Frame)|Rover (Cargo)]]</li>
<li><del>[[Special:MyLanguage/Lander|Lander]]</del></li>
<li><del>[[Special:MyLanguage/Robot|Robot]]</del></li>
</ul>
<li>Sheets</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Glass Sheets|Glass Sheets]]</li>
<li>[[Special:MyLanguage/Iron Sheets|Iron Sheets]]</li>
<li>[[Special:MyLanguage/Plastic Sheets|Plastic Sheets]]</li>
<li>[[Special:MyLanguage/Steel Sheets|Steel Sheets]]</li>
<li>[[Special:MyLanguage/Astroloy Sheets|Astroloy Sheets]]</li>
</ul>
<li>Modular Rocket</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Engine Large)|Engine Large]]</li>
<li>[[Special:MyLanguage/Kit (Engine Medium)|Engine Medium]]</li>
<li>[[Special:MyLanguage/Kit (Engine Small)|Engine Small]]</li>
<li><del>[[Special:MyLanguage/Kit (Furniture)|Control Chair]]</del></li>
<li><del>[[Special:MyLanguage/Kit (Gyroscope)|Gyroscope]]</del></li>
<li><del>[[Special:MyLanguage/Kit (Stellar Anchor)|Stellar Anchor]]</del></li>
<li><del>[[Special:MyLanguage/Kit (Torpedo Launcher)|Torpedo Launcher]]</del></li>
<li><del>[[Special:MyLanguage/Kit (Turret)|Turret]]</del></li>
<li>[[Special:MyLanguage/Kit (ModularRocketCargo)|Cargo]]</li>
<li>[[Special:MyLanguage/Kit (ModularRocketCommand)|Command]]</li>
<li>[[Special:MyLanguage/Kit (LaunchPad)|Launch Pad]]</li>
<li>[[Special:MyLanguage/Kit (ModularRocketFueltank)|Fuel Tank]]</li>
</ul>
</ul>
</div>
</div>

</div>

<div class="row">


<div class="large-2 medium-6 columns">
<h3 class="subheader"><span class="fa fa-cogs fa-lg" style="display:inline;"></span>Personal</h3>
<div class="medium-12 columns">
<ul style="margin-left:8px;">
<li>Soft Suit</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/EVA Suit|EVA Suit]]</li>
<li>[[Special:MyLanguage/Space Helmet|Space Helmet]]</li>
<li>[[Special:MyLanguage/Spacepack|Spacepack]]</li>
</ul>
<li>Hard Suit</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Hardsuit|Hardsuit]]</li>
<li>[[Special:MyLanguage/Hardsuit Backpack|Hardsuit Backpack]]</li>
<li>[[Special:MyLanguage/Hardsuit Helmet|Hardsuit Helmet]]</li>
<li>[[Special:MyLanguage/Hardsuit Jetpack|Hardsuit Jetpack]]</li>
</ul>
<li>Marine</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Marine Armor|Marine Armor]]</li>
<li>[[Special:MyLanguage/Marine Helmet|Marine Helmet]]</li>
</ul>
<li>Uniforms</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Jump Suit (Orange)|Jump Suit (Orange)]]</li>
<li>[[Special:MyLanguage/Uniform Comander|Uniform Comander]]</li>
<li>[[Special:MyLanguage/Marine Uniform|Marine Uniform]]</li>
</ul>
<li>Accessories</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Glasses|Glasses]]</li>
<li>[[Special:MyLanguage/Night Vision Goggles|Night Vision Goggles]]</li>
<li>[[Special:MyLanguage/Access Card|Access Card]]</li>
<li>[[Special:MyLanguage/Credit Card|Credit Card]]</li>
<li>[[Special:MyLanguage/Mining Belt|Mining Belt]]</li>
<li>[[Special:MyLanguage/Tool Belt|Tool Belt]]</li>
</ul>
<li>Headwear</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Headlamp|Headlamp]]</li>
<li><del>[[Special:MyLanguage/Hat|Hat]]</del></li>
</ul>
</ul>
</div>
</div>


<div class="large-2 medium-6 columns">
<h3 class="subheader"><span class="fa fa-cogs fa-lg" style="display:inline;"></span>Power</h3>
<div class="medium-12 columns">
<ul style="margin-left:8px;">
<li>Batteries</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Battery Cell (Large)|Battery Cell (Large)]]</li>
<li>[[Special:MyLanguage/Battery Cell (Nuclear)|Battery Cell (Nuclear)]]</li>
<li>[[Special:MyLanguage/Battery Cell (Small)|Battery Cell (Small)]]</li>
<li>[[Special:MyLanguage/Kit (Battery)|Battery]]</li>
<li>[[Special:MyLanguage/Kit (Battery Large)|Battery Large]]</li>
<li>[[Special:MyLanguage/Kit (Battery Charger)|Battery Charger]]</li>
<li>[[Special:MyLanguage/Battery Charger Small|Battery Charger (Small)]]</li>
</ul>
<li>Cables</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Cable Coil|Cable Coil]]</li>
<li>[[Special:MyLanguage/Cable Coil (Heavy)|Cable Coil (Heavy)]]</li>
<li>[[Special:MyLanguage/Kit (Cable Analyser)|Cable Analyser]]</li>
<li>[[Special:MyLanguage/Kit (Cable Fuses)|Cable Fuses]]</li>
<li>[[Special:MyLanguage/Kit (Power Connector)|Power Connector]]</li>
</ul>
<li>Generators</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Gas Fuel Generator)|Gas Fuel Generator]]</li>
<li>[[Special:MyLanguage/Kit (Portable Generator)|Portable Generator]]</li>
<li>[[Special:MyLanguage/Kit (Solar Panel)|Solar Panel]]</li>
<li>[[Special:MyLanguage/Kit (Solid Generator)|Solid Generator]]</li>
<li>[[Special:MyLanguage/Kit (Turbine Generator)|Turbine Generator]]</li>
<li>[[Special:MyLanguage/Portable Solar Panel|Portable Solar Panel]]</li>
<li><del>[[Special:MyLanguage/RTG|RTG]]</del></li>
</ul>
<li>Regulators</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Power Controller)|Power Controller]]</li>
<li>[[Special:MyLanguage/Kit (Transformer)|Transformer]]</li>
<li>[[Special:MyLanguage/Kit (Transformer Small)|Transformer Small]]</li>
</ul>
</ul>
</div>
</div>


<div class="large-8 medium-4 columns">
<h3 class="subheader"><span class="fa fa-cogs fa-lg" style="display:inline;"></span>Electronics</h3>
<div class="medium-4 columns">
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Circuitboard|Circuitboards]]</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Circuitboard (Advanced Airlock)|Advanced Airlock]]</li>
<li>[[Special:MyLanguage/Circuitboard (Air Control)|Air Control]]</li>
<li>[[Special:MyLanguage/Circuitboard (Airlock)|Airlock]]</li>
<li><del>[[Special:MyLanguage/Circuitboard (Camera Display)|Camera Display]]</del></li>
<li>[[Special:MyLanguage/Circuitboard (Door Control)|Door Control]]</li>
<li>[[Special:MyLanguage/Circuitboard (Gas Display)|Gas Display]]</li>
<li>[[Special:MyLanguage/Circuitboard (Graph Display)|Graph Display]]</li>
<li>[[Special:MyLanguage/Circuitboard (Hash Display)|Hash Display]]</li>
<li>[[Special:MyLanguage/Circuitboard (Mode Control)|Mode Control]]</li>
<li>[[Special:MyLanguage/Circuitboard (Power Control)|Power Control]]</li>
<li>[[Special:MyLanguage/Circuitboard (Ship Display)|Ship Display]]</li>
<li>[[Special:MyLanguage/Circuitboard (Solar Control)|Solar Control]]</li>
</ul>
<li>[[Special:MyLanguage/Integrated Circuit|Integrated Circuits]]</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Integrated Circuit (IC10)|Integrated Circuit (IC10)]]</li>
<li>[[Special:MyLanguage/Kit (IC Housing)|IC Housing]]</li>
</ul>
<li>[[Special:MyLanguage/Kit (Consoles)|Consoles]]</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Consoles)|Console]]</li>
<li>[[Special:MyLanguage/Kit (Consoles)|Console Dual]]</li>
<li>[[Special:MyLanguage/Kit (Consoles)|Console Monitor]]</li>
<li>[[Special:MyLanguage/Kit (Consoles)|LED Display]]</li>
</ul>
</ul>
</div>
<div class="medium-4 columns">
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Logic I/O)|Logic I/O's]]</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Logic I/O)|Batch Reader]]</li>
<li>[[Special:MyLanguage/Kit (Logic I/O)|Batch Slot Reader]]</li>
<li>[[Special:MyLanguage/Kit (Logic I/O)|Batch Writer]]</li>
<li>[[Special:MyLanguage/Kit (Logic I/O)|Logic Mirror]]</li>
<li>[[Special:MyLanguage/Kit (Logic I/O)|Logic Writer Switch]]</li>
<li>[[Special:MyLanguage/Kit (Logic I/O)|Reader]]</li>
<li>[[Special:MyLanguage/Kit (Logic I/O)|Reagent Reader]]</li>
<li>[[Special:MyLanguage/Kit (Logic I/O)|Slot Reader]]</li>
<li>[[Special:MyLanguage/Kit (Logic I/O)|Writer]]</li>
</ul>
<li>[[Special:MyLanguage/Kit (Logic Memory)|Logic Memory]]</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Logic Memory)|Hash Generator]]</li>
<li>[[Special:MyLanguage/Kit (Logic Memory)|Logic Memory]]</li>
</ul>
<li>[[Special:MyLanguage/Kit (Logic Processor)|Logic Processors]]</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Logic Processor)|Logic Compare]]</li>
<li>[[Special:MyLanguage/Kit (Logic Processor)|Logic Math]]</li>
<li>[[Special:MyLanguage/Kit (Logic Processor)|Logic Min/Max]]</li>
<li>[[Special:MyLanguage/Kit (Logic Processor)|Logic Select]]</li>
<li>[[Special:MyLanguage/Kit (Logic Processor)|Math Unary]]</li>
</ul>
<li>[[Special:MyLanguage/Kit (Logic Switch)|Logic Switches]]</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Logic Switch)|Button]]</li>
<li>[[Special:MyLanguage/Kit (Logic Switch)|Dial]]</li>
<li>[[Special:MyLanguage/Kit (Logic Switch)|Lever]]</li>
<li>[[Special:MyLanguage/Kit (Logic Switch)|Switch]]</li>
</ul>
<li>[[Special:MyLanguage/Logic Transmitter)|Logic Transmitters]]</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Logic Transmitter)|Logic Transmitter]]</li>
</ul>
</ul>
</div>
<div class="medium-4 columns">
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Motherboards|Motherboards]]</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Motherboard (Communications)|Communications]]</li>
<li>[[Special:MyLanguage/Motherboard (IC Editor)|IC Editor]]</li>
<li>[[Special:MyLanguage/Motherboard (Logic)|Logic]]</li>
<li>[[Special:MyLanguage/Motherboard (Manufacturing)|Manufacturing]]</li>
<li>[[Special:MyLanguage/Motherboard (Sorter)|Sorter]]</li>
</ul>
<li>[[Special:MyLanguage/Sensors|Sensors]]</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Sensors)|Daylight Sensor]]</li>
<li>[[Special:MyLanguage/Kit (Sensors)|Gas Sensor]]</li>
<li>[[Special:MyLanguage/Kit (Sensors)|Motion Sensor]]</li>
<li>[[Special:MyLanguage/Kit (Trigger Plate)|Trigger Plate (Large)]]</li>
<li>[[Special:MyLanguage/Kit (Trigger Plate)|Trigger Plate (Medium)]]</li>
<li>[[Special:MyLanguage/Kit (Trigger Plate)|Trigger Plate (Small)]]</li>
<li><del>[[Special:MyLanguage/Security Camera|Security Camera]]</del></li>
</ul>
<li>Others</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Beacon)|Beacon]]</li>
<li>[[Special:MyLanguage/Kit (Computer)|Computer]]</li>
<li>[[Special:MyLanguage/Kit (Igniter)|Igniter]]</li>
<li>[[Special:MyLanguage/Kit (Speaker)|Klaxon Speaker]]</li>
<li>[[Special:MyLanguage/Kit (Satellite Dish)|Satellite Dish]]</li>

</ul>
</ul>
</div>
</div>

</div>

<div class="row">


<div class="large-4 medium-6 columns">
<h3 class="subheader"><span class="fa fa-cogs fa-lg" style="display:inline;"></span>Furniture</h3>
<div class="medium-6 columns">
<ul style="margin-left:8px;">
<li>Entertainment</li>
<ul style="margin-left:8px;">
<li><del>[[Special:MyLanguage/Book|Book]]</del></li>
<li>[[Special:MyLanguage/Basket|Basket]]</li>
<li>[[Special:MyLanguage/Basket Ball|Basket Ball]]</li>
<li>[[Special:MyLanguage/Coffee Mug|Coffee Mug]]</li>
<li><del>[[Special:MyLanguage/Meteorite|Meteorite]]</del></li>
</ul>
<li>[[Special:MyLanguage/Kit (Furniture)|Furniture]]</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Furniture)|Plinth]]</li>
<li>[[Special:MyLanguage/Kit (Furniture)|Control Chair]]</li>
<li>[[Special:MyLanguage/Kit (Chairs)|Chairs]]</li>
<li>[[Special:MyLanguage/Kit (Tables)|Tables]]</li>
<li>[[Special:MyLanguage/Powered Bench|Powered Bench]]</li>
<li>[[Special:MyLanguage/Kit (Beds)|Bed]]</li>
</ul>
<li>Medical</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Cryo Tube)|Cryo Tube]]</li>
<li>[[Special:MyLanguage/Kit (Sleeper)|Sleeper]]</li>
</ul>
</ul>
</div>
<div class="medium-6 columns">
<ul style="margin-left:8px;">
<li>Storage</li>
<ul style="margin-left:8px;">
<li><del>[[Special:MyLanguage/Cardboard Box|Cardboard Box]]</del></li>
<li>[[Special:MyLanguage/Kit (Container Mount)|Container Mount]]</li>
<li>[[Special:MyLanguage/Kit (Crate)|Crate]]</li>
<li>[[Special:MyLanguage/Kit (Locker)|Locker]]</li>
<li>[[Special:MyLanguage/Kit (Locker)|Locker (Small)]]</li>
<li>[[Special:MyLanguage/Kit (Suit Storage)|Suit Storage]]</li>
</ul>
</ul>
</div>
</div>


<div class="large-8 medium-4 columns">
<h3 class="subheader"><span class="fa fa-cogs fa-lg" style="display:inline;"></span>Farming, Plants, Animals & Foods</h3>
<div class="medium-4 columns">
<ul style="margin-left:8px;">
<li>Animals</li>
<ul style="margin-left:8px;">
<li><del>[[Special:MyLanguage/Character Player|Character Player]]</del></li>
<li>[[Special:MyLanguage/Chick|Chick]]</li>
<li>[[Special:MyLanguage/Chicken|Chicken]]</li>
<li>[[Special:MyLanguage/Fertilized Egg|Fertilized Egg]]</li>
<li><del>[[Special:MyLanguage/Grounder|Grounder]]</del></li>
<li>[[Special:MyLanguage/Skeleton|Skeleton]]</li>
</ul>
</ul>
<ul style="margin-left:8px;">
<li>Cooked Foods</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Baked Potato|Baked Potato]]</li>
<li>[[Special:MyLanguage/Cereal Bar|Cereal Bar]]</li>
<li>[[Special:MyLanguage/Bread Loaf|Bread Loaf]]</li>
<li>[[Special:MyLanguage/Fries|Fries]]</li>
<li>[[Special:MyLanguage/Milk|Milk]]</li>
<li>[[Special:MyLanguage/Muffin|Muffin]]</li>
<li>[[Special:MyLanguage/Pumpkin Pie|Pumpkin Pie]]</li>
<li>[[Special:MyLanguage/Tomato Soup|Tomato Soup]]</li>
<li>[[Special:MyLanguage/Pumpkin Soup|Pumpkin Soup]]</li>
<li>[[Special:MyLanguage/Corn Soup|Corn Soup]]</li>
</ul>
</ul>
</div>
<div class="medium-4 columns">
<ul style="margin-left:8px;">
<li>Ingredients</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Color Dye|Color Dye]]</li>
<li>[[Special:MyLanguage/Egg|Egg]]</li>
<li>[[Special:MyLanguage/Egg Carton|Egg Carton]]</li>
<li>[[Special:MyLanguage/Flour|Flour]]</li>
<li>[[Special:MyLanguage/Soy Oil|Soy Oil]]</li>
<li>[[Special:MyLanguage/Empty Can|Empty Can]]</li>
</ul>
<li>Reagents</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Carbon Powder|Carbon Powder]]</li>
<li>[[Special:MyLanguage/Cobalt Powder|Cobalt Powder]]</li>
<li>[[Special:MyLanguage/Electrum Powder|Electrum Powder]]</li>
<li>[[Special:MyLanguage/Fenoxitone Powder|Fenoxitone Powder]]</li>
<li>[[Special:MyLanguage/Gold Powder|Gold Powder]]</li>
<li>[[Special:MyLanguage/Invar Powder|Invar Powder]]</li>
<li>[[Special:MyLanguage/Silver Powder|Silver Powder]]</li>
</ul>
<li>Medical</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Pill (Medical)|Pill (Medical)]]</li>
<li><del>[[Special:MyLanguage/Pill (Stun)|Pill (Stun)]]</del></li>
</ul>
</ul>
</div>
<div class="medium-4 columns">
<ul style="margin-left:8px;">
<li>Hydroponics</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Kit (Automated Hydroponics)|Automated Hydroponics]]</li>
<li>[[Special:MyLanguage/Kit (Hydroponic Station)|Hydroponic Station]]</li>
<li>[[Special:MyLanguage/Kit (Hydroponic Tray)|Hydroponic Tray]]</li>
<li>[[Special:MyLanguage/Kit (Portable Hydroponics)|Portable Hydroponics]]</li>
<li>[[Special:MyLanguage/Kit (Harvie)|Harvie]]</li>
</ul>
<li>Plants</li>
<ul style="margin-left:8px;">
<li>[[Special:MyLanguage/Alien Mushroom|Alien Mushroom]]</li>
<li>[[Special:MyLanguage/Corn|Corn]]</li>
<li>[[Special:MyLanguage/Fern|Fern]]s</li>
<li>[[Special:MyLanguage/Flower|Flower]]s</li>
<li>[[Special:MyLanguage/Mushroom|Mushroom]]</li>
<li>[[Special:MyLanguage/Potato|Potato]]es</li>
<li>[[Special:MyLanguage/Pumpkin|Pumpkin]]s</li>
<li>[[Special:MyLanguage/Rice|Rice]]</li>
<li>[[Special:MyLanguage/Soybean|Soybean]]s</li>
<li>[[Special:MyLanguage/Tomato|Tomato]]es</li>
<li>[[Special:MyLanguage/Wheat|Wheat]]</li>
</ul>
</ul>
</div>
</div>
</div>


__NOTOC__ __NOEDITSECTION__
</translate>

Pipe Volume Pump

2021-01-15T15:24:14Z

Microft: Added a note regarding the valve units (They are actually a flow rate with respect to time, not a volume).

[[Category:Atmospherics]]
<languages />
<translate>

{{Itembox
| name = Pipe Volume Pump
| image = [[File:ItemPipeVolumePump.png]]
| stacks = 5
| createdwith = [[Hydraulic Pipe Bender]], [[Fabricator]]
| cost = 5g [[Iron]], 2g [[Gold]], 3g [[Copper]]
}}

== Description == 


Used to pump gasses throughout a pipe, featuring an adjustable valve 0-100 Liters and requiring power (8W per Liter). All the gasses in the pipes behind it will be completely pushed in front of it when powered, and blocks any flow of gasses in either direction when unpowered.

Note that valve settings are for the rate at which the pump operates, in volume per unit of time. The time unit is not indicated and is most likely in seconds.

{{Data Network Header}}

{{Data Parameters}}
{| class="wikitable"
|-
! Parameter Name !! Data Type !! Description
|-
| Lock || Boolean ||
|-
| Setting ||
|-
| On || Boolean ||
|-
|}

{{Data Outputs}}
{| class="wikitable"
|-
! Output Name !! Data Type !! Description
|-
| Maximum ||
|-
| Lock || Boolean ||
|-
| Error ||
|-
| Setting ||
|-
| RequiredPower ||
|-
| Ratio ||
|-
| PrefabHash ||
|-
| Power ||
|-
| On ||
|}
</translate>