© Philip Joyce 2020
P. JoycePractical Numerical C Programminghttps://doi.org/10.1007/978-1-4842-6128-6_11

11. Brownian Motion

Philip Joyce1 
(1)
Goostrey, UK
 

11.1 Brownian Motion Theory

If you could look at one molecule of a gas in the middle of a container of the gas, then the one molecule will move in random directions if the temperature, pressure, and volume are constant throughout the gas.

One way to picture this from a real-life situation is if you imagine the smoke coming from a cigarette. Once the smoke gets about 6 inches above the cigarette (before this the smoke will be warm and therefore rising), then the smoke seems to dart about in random directions.

In 1827 scientist Robert Brown used a microscope to observe pollen moving in water. Albert ...

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