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The Binomial Theorem-Particle Distributions

To describe particle distributions, we will use nomenclature relating to [Pg.233]

Measuring particle size and growing single crystals [Pg.234]

This is the BINOMIAL THEOREM. By Taylor Expansion, we can find the total probability, P, for items, n, taken r at a time as  [Pg.234]

One will immediately recognize this as a form of the BOLTZMANN equation, or the GAUSSIAN LAW. We can modify this equation and put it into a form more suitable for our use by making the following definitions. [Pg.234]

we define a mean (average) size of particles in the distribution as d, given as  [Pg.234]


See other pages where The Binomial Theorem-Particle Distributions is mentioned: [Pg.233]   


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