Hello everyone !
I got a problem, I can't figure out why when I compute A+B and 2\times (\frac{A}{2}+\frac{B}{2}) the result is sometimes different.
Can anyone explain why the results of the two operations are different ?
Edit : A and B are coded in binary of course and we compute a binary...
Is the relation v_{\varphi }v_{g}=v^{2}=\frac{1}{\mu \varepsilon } always true in a plasma ?
Where v_{\varphi }, v_{g} are respectively the phase and group velocity of the electromagnetic wave that is propagating in the plasma.
There's maybe another way to justify the \frac{1}{2} factor without using Ampère's law ? It's how it was justified in my textbook but I couldn't understand it.
Anyone ?
Hi everyone ! This is my first post!
How can we prove that during the reflection of an electromagnetic wave on the surface of a perfect conductor, the magnetic field \vec{b} acting on a surface element ds is worth half the total magnetic field \vec{B} using Ampere's Law. That is...