Are Electric and Magnetic Fields Always Perpendicular?

AI Thread Summary
The equation Curl E = - (partial derivative of B with respect to t) does not imply that electric field E and magnetic field B are always perpendicular. The discussion clarifies that while E and B can be perpendicular, this is not a universal condition. The relationship is confirmed by the expression \vec E \cdot \vec B = 0, indicating that the two fields are at 90 degrees to each other under certain conditions. However, this does not hold true in all scenarios, particularly when considering time-dependent fields. Thus, E and B are not necessarily always perpendicular.
janrain
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Does the following equation mean that electric field E and magnetic field B are always perpendicular??
the equation is:
Curl E = - (partial derivative of B with respect to t)
where E is time dependent too.
 
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The simple answer is, No.

JMD
 
right...thank you
 
\vec E \cdot \vec B = 0

say's E & B are 90 degrees to each other.

JMD
 
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