Intermolecular forces and temperature

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As the temperature of a fixed volume of gas increases, the significance of intermolecular forces diminishes due to higher average kinetic energy. This occurs because, at constant volume, the pressure rises while the correction for intermolecular forces remains constant, making their impact less relevant. The faster motion of gas molecules results in a smaller impulse imparted to individual atoms, further reducing the influence of these forces. Consequently, the exchange of momentum with the container walls, which determines pressure, becomes less affected by intermolecular interactions at elevated temperatures. However, this explanation is an approximation and may not hold at extremely high temperatures where other forces, like nuclear forces, could become relevant.
PFuser1232
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When the temperature of a fixed volume of gas increases (higher average kinetic energy), the effect of intermolecular forces becomes less prominent. That's very intuitive, but how can I understand this in terms of force, velocity, momentum and so on?
 
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well bruh first of all I am a new guy and a very exploratory and curious student...lol
so it must be the weight decreases due to the expansion of gas or just spreading of molecules(force),it must be the density of air somehow effecting the speed thus stuff happening(velocity)...

so yeah that's what i think
 
If the gas you're talking about can be thought of as a van der waals gas, then the reason the effect of intermolecular forces becomes less important at higher temperatures (and constant volume) is that the correction to the pressure due to the intermolecular forces is constant at constant volume.

As the temperature increases at constant volume, the pressure increases, while the correction to the pressure remains constant, becoming less and less significant as a result.

For a more satisfying mechanistic reason, the faster moving the gas is, the impulse (force acted over time) imparted to a particular atom of the gas in the time it would take to travel a unit of distance is smaller at higher temperatures because that atom travels a unit of distance over a shorter time.

Because the exchange of momentum with the walls of the container is what determines the pressure, we can see that at higher temperatures the effect of intermolecular forces on the gas becomes less and less significant.

All this is an approximation though. If you got the temperature high enough to turn the gas into a plasma, or so that nuclear forces need to be taken into consideration, I couldn't say.
 

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