M MV² dN F(V)dV : N -32v² exp( = 4,7(- `2RT 2RT AP(= where dN, the number of particles having a velocity between v and v+dv, V velocity of molecules, M moleculer mass of gase, T temperature

University Physics Volume 3
17th Edition
ISBN:9781938168185
Author:William Moebs, Jeff Sanny
Publisher:William Moebs, Jeff Sanny
Chapter5: Relativity
Section: Chapter Questions
Problem 29P: If relativistic effects are to be less than then must be less than 1.01. At what relative velocity...
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2-
dN
MV²,
F(V)dV = Ñ
M
= 47(-
N
-)3²v² exp(-
2TRT
2RT
where dN, the number of particles havinga velocity between v and v+dv, V velocity of molecules, M
moleculer mass of gase, T temperature
<v² >-]v°fV)dV =?
Transcribed Image Text:2- dN MV², F(V)dV = Ñ M = 47(- N -)3²v² exp(- 2TRT 2RT where dN, the number of particles havinga velocity between v and v+dv, V velocity of molecules, M moleculer mass of gase, T temperature <v² >-]v°fV)dV =?
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