Recent content by sciencec

In the electron rest frame its velocity would be cero and the compton formula would apply as it applies in the case of the electron being at rest

By the way, I greatly appreciate the help and am not looking to have the answer given to me. I want to learn, but sometimes it’s very stressful when there is a due date and the teacher hates helping the students.

I’m still very clueless as to what to do. The teacher has never explained this topic and to add to that, english isn’t even my first language. Could you give me some more hints? This exercise has truly taken too much of my time. I would be very greatful

So I started with setting the frame S’ as the frame where the electron is at rest and the dispersion angle is theta’. So the velocities in the S’ frame would be: Ux’=Ux-v/1-(Ux(V))/c^2 and so the cos(theta’)=Ux’/c. I then substituted that cos(theta’) into the compton scattering equation. is that...

I’m not sure what equations I need. I am conflicted between needing the doppler effect formulas (fobs=sqrt((1-u/c)/(1+u/c))fsource) and the compton scattering formula

that’s what i don’t get. transform what? the frequencies or the velocities?

Hello! I do not understand how to prove the exercise. I have searched all over but I have found no hints on how to get started. Can anybody help me?

I agree with that. I was also confused when i saw the problem initially because of the use of resistor loops instead of coils. Aside from that, thank you very much for taking your time and helping me i greatly appreciate it.

It will react to the increase in inwards magnetic field by “creating” (don’t know what word to use) an outwards field to counteract, meaning the current will be counterclockwise.

inwards.

If anybody can please tell me which way the current moves in the right circuit i would appreciate it greatly. This exercise is not part of homework, it is just a practice exercise given to me from one of the students in my class. It does not count towards a grade. Since this topic is coming in...

Oh right sorry English isn’t my first language.

clockwise?

That’s what confuses me. Do I take Lentz law into consideration? If I do then the current on the right side circuit will love clockwise. If Lentz Law does not apply then the current would be the same as the inducing current.

Is there a specific way the current flows? I know the current on the left side is moving counterclockwise causing an “outwards” magnetic field. So does the second circuit establish a current in that same direction, or in the opposite direction? My profesor never explained this topic but says an...