The explanation of brownian motion

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Brownian motion is explained as the result of thermal molecular motion in a liquid, where suspended particles are randomly bombarded by surrounding molecules. This bombardment causes small, random jumps in the particles, particularly when they are very small and experience uneven impacts from one side. The phenomenon was first described by Einstein in 1905, highlighting its significance in understanding molecular behavior. The discussion also draws an analogy to the board game Crossfire to illustrate the randomness of these impacts. Overall, the conversation emphasizes the fundamental principles behind Brownian motion and its scientific implications.
Misr
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http://xanadu.math.utah.edu/java/brownianmotion/1/

"In my way of thinking the phenomenon is a result of thermal molecular motion in the liquid environment (of the particles)." This is indeed the case. A suspended particle is constantly and randomly bombarded from all sides by molecules of the liquid. If the particle is very small, the hits it takes from one side will be stronger than the bumps from other side, causing it to jump. These small random jumps are what make up Brownian motion.
I can't imagine
 
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It happens to be correct. Einstein first described this in one of his famous 1905 papers.
 
okay,I still can't imagine
the phenomenon is a result of thermal molecular motion in the liquid environment (of the particles)." This is indeed the case. A suspended particle is constantly and randomly bombarded from all sides by molecules of the liquid. If the particle is very small, the hits it takes from one side will be stronger than the bumps from other side, causing it to jump
 
What can't you imagine? And please don't repeat the same quoted text again.
 
Misr said:
okay,I still can't imagine

It's similar to the board/tabletop game Crossfire: http://en.wikipedia.org/wiki/Crossfire_(board_game )

The molecules and atoms impact the object at random intervals. This leads to small motions as the object is hit more on one side than the other in a short period of time.
 
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google "Langevin equation"
 
Okay, you've stated a fact - that you can't imagine. I guess this thread is done. Commencing lockage... 10...9...

Unless you had a question you wanted to ask.
 
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