Maxwell-Boltzmann distribution under the influence of a gravitational field

In summary, the conversation was about finding a simple video to demonstrate the Maxwell-Boltzmann distribution under the influence of a gravitational field, in order to explain pressure gradients to a flat earther. Despite the suggestion that it may be a waste of time, the original question still stands for any recommendations of a suitable video.
  • #1
merlyn
23
4
Could anyone suggest a simple video showing the Maxwell-Boltzmann distribution under the influence of a gravitational field?
I trying to show a flat earther idiot how pressure gradients arise in a simple manner.

Thank you all.

DF
 
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  • #2
merlyn said:
Could anyone suggest a simple video showing the Maxwell-Boltzmann distribution under the influence of a gravitational field?
I trying to show a flat earther idiot how pressure gradients arise in a simple manner.

Thank you all.

DF
Wasting your time.
The other guy will always have a "Yeah, but... "
 
  • #3
I think you are probably correct. What a sad state of affairs! None the less do you know of any video which would be simple enough to just basically show Boltzmann distribution in gravity well?
 

FAQ: Maxwell-Boltzmann distribution under the influence of a gravitational field

1. What is the Maxwell-Boltzmann distribution under the influence of a gravitational field?

The Maxwell-Boltzmann distribution under the influence of a gravitational field is a statistical distribution that describes the distribution of velocities of particles in a gas or liquid under the influence of gravity. It is based on the Maxwell-Boltzmann distribution, which describes the distribution of velocities in a gas or liquid in the absence of gravity.

2. How is the Maxwell-Boltzmann distribution affected by a gravitational field?

The presence of a gravitational field causes the velocities of particles to vary with height, resulting in a decrease in the average velocity of particles at higher altitudes. This leads to a shift in the shape of the Maxwell-Boltzmann distribution, with a higher proportion of slower-moving particles at higher altitudes.

3. What factors influence the shape of the Maxwell-Boltzmann distribution under the influence of a gravitational field?

The shape of the Maxwell-Boltzmann distribution under the influence of a gravitational field is influenced by several factors, including the strength of the gravitational field, the temperature of the gas or liquid, and the mass of the particles. A stronger gravitational field, higher temperature, and lighter particles will result in a broader distribution with a higher proportion of faster-moving particles.

4. How is the Maxwell-Boltzmann distribution under the influence of a gravitational field related to the ideal gas law?

The Maxwell-Boltzmann distribution under the influence of a gravitational field is a fundamental component of the ideal gas law, which describes the relationship between pressure, volume, temperature, and number of particles in a gas. The distribution of velocities of particles is essential in determining the pressure of a gas, which is a key component of the ideal gas law.

5. What are some practical applications of the Maxwell-Boltzmann distribution under the influence of a gravitational field?

The Maxwell-Boltzmann distribution under the influence of a gravitational field has several practical applications, including in the study of atmospheric gases, the design of spacecraft and satellites, and the analysis of astrophysical phenomena. It is also used in the development of technologies such as gas sensors and thermal insulation materials.

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