(ceramics) random walk approach to gases, liquids, or solids

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The random walk approach to gases, liquids, and solids involves understanding atomic movement and gradients. Atoms do not jump spontaneously; they require forces to move, with temperature representing their kinetic energy. A temperature or concentration gradient exists, observable through phenomena like ink dispersing in water. In solids, atoms are largely fixed, leading to much slower diffusion compared to liquids and gases, where intermolecular forces allow for more mobility. The discussion highlights the concept of self-diffusion in solids and examples like precipitation hardening in metals.
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For the random walk approach to gases, liquids, or solids, why isn't there a gradient? The atoms don't jump by themselves, right? They should have to feel forces to jump...
 
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asdf1 said:
For the random walk approach to gases, liquids, or solids, why isn't there a gradient? The atoms don't jump by themselves, right? They should have to feel forces to jump...
Atoms vibrate - that is what temperature is - the kinetic energy of atoms. Think - Brownian motion.

And there is a gradient - the temperature gradient or concentration gradient. One can observe a concentration gradient by taking a drop of ink and dropping it in a liquid like water, and watching the ink disperse.

In the case of solids, the atoms are more or less fixed in position - that's what makes a solid solid. In liquids, the atoms/molecules are subject to interatomic/intermolecular forces, but the individual atoms/molecules can migrate. In gases, there is distance between the atoms/molecules and the interatomic/intermolecular forces are very low if existent.

Now in solids, there can be diffusion, but is very slow - orders of magnitude less than in liquids and gases. Hydrogen can diffuse in many metals. There is self-diffusion of atoms in a solid.

Think of the process of precipitation hardening of a metal.
 
Ok, I got it! Thank you very much!
 
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