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Author Topic: C=AXB cross product vector relations  (Read 20653 times)
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Fu-Kwun Hwang
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on: February 23, 2007, 08:45:08 pm »

Drag vector A or B to see how the vector C=AXB changed!
The magnitude of the cross product |C| = |A| |B| sinθ which is equal to the area span by vector A and B =>light gray area shown in the program (also equal to length of the blue arrow).
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Examples of C=AXB
1. F=q v X B: charged particle with charge q , velocity v moves in the magnetic field B.
2. L = r X P: angular momentum L, linear momentum P

You will find many similar relations in physics.
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