This is wrong, actually the depicted electromagnetic wave does no work on the charges in the antenna because it goes through the middle. A better representatino would be:
Month: May 2022
Comparing doppler shift to heating up a mass
Short derivation of E=mc2
Gravitatational eddy currents
Would a gravitational field produce gravitational eddy currents inside objects, thus increasing (or producing) inertia?
Ideal gas law in an ideal form
Another way of writing would be:
lolw
Expected value of kinetic energy inside an ideal gas calculation
Looks pretty nice
XKCD
Make your passage
Collapsing stars and coriolis force
If you ice skater pulls in his/her arms, she will spin faster. This is because of conservation of angular momentum. However there are two interesting things that are usually not said:
Her rotational kinetic energy is not conserved, it will go up since
The energy comes from doing work from pulling her arms inside against the centrifugal/inertial forces of her arms.
However the centrifugal force cannot increase her angular velocity since it is radially outward and perpendicular. The coriolis force actually increases the speed.
Since large stars collapsing is kind of similar to the ice skater I wonder how this process goes. Angular momentum needs to be conserved, however I have the feeling that inertial forces in GR act strange and I wonder if there is still a perfect balance. How does the centrifugal force change in a highly rotating massive system and the coriolis effect. Are there any other interesting things going on during the collapse?