Talk:Problem Set 3: Difference between revisions
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That seems useful. Thanks. [[User:DanielGallagher|Peter Gallagher]] | That seems useful. Thanks. [[User:DanielGallagher|Peter Gallagher]] | ||
For #3: since <math>m</math> is small and <math>h</math> is small, does that mean when we expand the consistent equations via Taylor Series, we ignore the terms containing them or do we assume they go to 1? | For #3: since <math>m</math> is small and <math>h</math> is small, does that mean when we expand the consistent equations via Taylor Series, we ignore the terms containing them or do we assume they go to 1? And if we ignore all the terms containing <math>h</math> then how do we differentiate with respect to it?[[User:MatthewHoza|MatthewHoza]] 13:08, 5 February 2009 (EST) | ||
Latest revision as of 14:14, 5 February 2009
Matt 2/2 @ 7:00PM Check out section 8.3 and 8.4 in the Solid State Physics book. It has some related material.
Thank you - KimberlyWynne 17:07, 3 February 2009 (EST)
That seems useful. Thanks. Peter Gallagher
For #3: since is small and is small, does that mean when we expand the consistent equations via Taylor Series, we ignore the terms containing them or do we assume they go to 1? And if we ignore all the terms containing then how do we differentiate with respect to it?MatthewHoza 13:08, 5 February 2009 (EST)
