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Reading Feynman

(by Jean Louis Van Belle)

http://www.readingfeynman.org/

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Reading Feynman | readingfeynman.org Reviews
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Reading Feynman | readingfeynman.org Reviews

https://readingfeynman.org

(by Jean Louis Van Belle)

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1

August | 2015 | Reading Feynman

http://readingfeynman.org/2015/08

Monthly Archives: August 2015. The field from a grid. August 31, 2015. By Jean Louis Van Belle. As part of his presentation of indirect methods for finding the field, Feynman. Presents an interesting argument on the electrostatic field of a grid. It’s just another. Method to arrive at meaningful conclusions on how a field is supposed to look like, but it’s quite remarkable, and that’s why I am expanding it here. Feynman’s presentation is. Succint indeed and, hence, I hope the elaboration below will help.

2

Applied vector analysis (I) | Reading Feynman

http://readingfeynman.org/2014/12/18/vector-analysis

Applied vector analysis (I). December 18, 2014. By Jean Louis Van Belle. The relationship between math and physics is deep. When studying physics, one sometimes feels physics and math become one and the same. But they are. In fact, eminent physicists such as Richard Feynman. Warn against emphasizing the math side of physics too much: It is. Because you understand the Maxwell equations. Inside out, that you understand. Well Let me quote Feynman once again on that:. Of the Uncertainty Principle). Indee...

3

Is gas a reversible engine? | Reading Feynman

http://readingfeynman.org/2015/07/15/temperature/comment-page-1

Is gas a reversible engine? July 15, 2015. By Jean Louis Van Belle. We’ve worked on. Complicated matters in the previous posts. In this post, I am going to tie up a few loose ends, not only about the question in the title but also other things. Let me first review a few concepts and constructs. We’ve talked a lot about temperature, but what it. CM) motions of the gas molecules. The added precision in the definition above already points out temperature is. So simple when we are. Will be equal to kT/2.

4

Riemann surfaces (I) | Reading Feynman

http://readingfeynman.org/2013/11/12/constructing-a-riemann-surface/comment-page-1

November 12, 2013. By Jean Louis Van Belle. In my previous post on this blog, I once again mentioned the issue of multiple-valuedness. It is probably time to deal with the issue once and for all by introducing Riemann surfaces. Penrose attaches a lot of importance to these Riemann surfaces (so I must assume they. Very important). In contrast, in their standard textbook on complex analysis, Brown and Churchill note that the two sections on Riemann surfaces are. I already signaled that complex powers w = z.

5

May | 2015 | Reading Feynman

http://readingfeynman.org/2015/05

Monthly Archives: May 2015. The Uncertainty Principle revisited. May 6, 2015. By Jean Louis Van Belle. I’ve written a few posts on the Uncertainty Principle already. See, for example, my post on the energy-time expression. For it (ΔE Δt h). So why am I coming back to it once more? Not sure. I felt I left some stuff out. So I am writing this post to just. The Kennard inequalities, σ. Picturing a gamma-ray microscope. I presented Heisenberg’s thought experiment in another post. And p = h/λ. The mentioned &...

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