Will the temperature of air increase when it is subjected to high pressure in the same control volume? explain

At constant volume we use the Charles' law


p1/T1 = constant


so if the pressure of air increases the temperature will increaseWill the temperature of air increase when it is subjected to high pressure in the same control volume? explain
Yes, it will rise...here's why.





PV = nRT; which is the equation for an ideal gas, but it serves to show the relationships between P pressure, V volume, n number of moles of the gas, R a constant, and T temperature in Kelvin.





Assume V = constant (your controlled volume); then pV = nRt and PV = nRT are two relationships for t %26lt; T, lower temperature t and higher T. To show comparisons, take a ratio. For example, p/P = nRt/V//nRT/V = t/T so that T = (P/p)t showing that when P %26gt; p, T %26gt; t. The temperature does indeed go from t to T when the pressure goes from p to P.





BTW, Denwel is absolutely correct...that's the physics, the equation I gave you reflects that physics.Will the temperature of air increase when it is subjected to high pressure in the same control volume? explain
When subjected to higher pressure, air particles are closer together and will tend to vibrate more as they interact, creating more heat, therefore, the air will most likely be hotter as pressure is increased.