Edwin F. Taylor
Auteur van Spacetime Physics
Over de Auteur
Fotografie: From Professor Taylor's website at http://www.eftaylor.com/
Werken van Edwin F. Taylor
Introductory mechanics 3 exemplaren
American Journal of Physics July 1974 1 exemplaar
American Journal of Physics December 1974 1 exemplaar
American Journal of Physics November 1974 1 exemplaar
American Journal of Physics October 1974 1 exemplaar
American Journal of Physics September 1974 1 exemplaar
American Journal of Physics August 1974 1 exemplaar
American Journal of Physics June 1974 1 exemplaar
American Journal of Physics May 1974 1 exemplaar
American Journal of Physics April 1974 1 exemplaar
American Journal of Physics March 1974 1 exemplaar
American Journal of Physics February 1974 1 exemplaar
American Journal of Physics January 1974 1 exemplaar
American Journal of Physics December 1973 1 exemplaar
American Journal of Physics November 1973 1 exemplaar
American Journal of Physics October 1973 1 exemplaar
American Journal of Physics September 1973 1 exemplaar
American Journal of Physics August 1973 1 exemplaar
American Journal of Physics July 1973 1 exemplaar
American Journal of Physics June 1973 1 exemplaar
American Journal of Physics May 1973 1 exemplaar
American Journal of Physics April 1973 1 exemplaar
American Journal of Physics March 1973 1 exemplaar
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- Harvard University (PhD|Physics)
- Beroepen
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professor - Organisaties
- American Journal of Physics
Massachusetts Institute of Technology - Prijzen en onderscheidingen
- Oersted Medal (1998)
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- 28
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- 491
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- #50,320
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- 4.0
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- 4
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- 9
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- 2
This is a 1992 textbook suitable for students/readers with an algebra background. It focuses on the main equation of invariance (aka relativity), i^2 = t^2 - x^2, which says the square of the invariant "distance" (formally known as the spacetime "interval") between events (and "events" are the basis for relativistic physics) is always equal to the *difference* between the square of the apparent time between the events and the square of the apparent space between events (with a little hand-waving regarding units and the speed of light). Always. As in, no matter what frame of reference you're in, no matter how fast it's going or not going. It's the "difference" part of that fundamental equation that leads to hyperbolas, the twin paradox and all the confusion.
There are good examples and plenty of diagrams in the book, but unfortunately the best examples seem to be left as problems to be solved (and thus I take off 1/2 a star).… (meer)