If the wave vector k of the plane wave moving in the xz plane is k = 2i+j ; According to this, a)The electric field (E) and the wave vector k satisfy the orthogonality condition. b)Determine the orthogonality condition of the magnetic field (B) and the wave vector k. c)Show that E and B satisfy the orthogonality condition.
If the wave vector k of the plane wave moving in the xz plane is k = 2i+j ; According to this, a)The electric field (E) and the wave vector k satisfy the orthogonality condition. b)Determine the orthogonality condition of the magnetic field (B) and the wave vector k. c)Show that E and B satisfy the orthogonality condition.
Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter24: Electromagnetic Waves
Section24.4: Energy Carried By Electromagnetic Waves
Problem 24.2QQ
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If the wave vector k of the plane wave moving in the xz plane is k = 2i+j ; According to this,
a)The electric field (E) and the wave vector k satisfy the orthogonality condition.
b)Determine the orthogonality condition of the magnetic field (B) and the wave vector k.
c)Show that E and B satisfy the orthogonality condition.
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