Calculating pressure and temperature

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To calculate the temperature and pressure of a gas, the ideal gas law PV=nRT is relevant, but requires known values for pressure or temperature. The user has provided information about the volume, number of atoms, and speed of gas atoms, which can be used to derive these values. The kinetic theory of gases may also offer insights into the relationship between the speed of gas particles and temperature. While the initial equation provided (P + 1/2ρ v^2 + ρgh = constant) is not suitable for this context, the discussion points towards using kinetic energy concepts. Overall, the user is encouraged to explore the kinetic theory for further calculations.
Steven345
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Homework Statement


Hello any help would be really really welcome, and I really need some.

how would I Calculate the temperature and pressure of a gas? I know the peak of the distribution of the atoms, the number of atoms and the volume of the container.

(not going to give specifics as I don't want to risk being given the answer)

Homework Equations



would I use this P + 1/2ρ v^2 + ρgh = constant.


The Attempt at a Solution

 
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Well the equation that you've given does not have temperature, so it would be tough to use that one. Give us some made up numbers if you don't want the right answer
 
hello, thanks for the response

shall we say that the container is 1.0 x 10^-3 m^3 has 1.0 x 10^20 atoms of gas (H) in equilibrium The distribution of speeds of the gas atoms shows at 400 ms ^-1.

That is sort of the information I have... just changed a little.
 
Okay I don't know if there is a formula for this. But if its an ideal gas, you can use PV=nRT. I realize you have no pressure or temperature so you wouldn't be able to use that formula where we are now. But my intuition tells me that you can calculate either the pressure or temperature using the speed of the gas atoms. You have moles and you have volume, you also have R.
 
great. Thanks very much for the help, and I think that equation is exactley what I am looking for.

Thanks again
 
yessir
 

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