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3) For an instant when the acceleration a makes an angle x with the velocity vector v the total power radiated is given
Posted: Wed May 04, 2022 1:49 pm
by answerhappygod
- 3 For An Instant When The Acceleration A Makes An Angle X With The Velocity Vector V The Total Power Radiated Is Given 1 (24.15 KiB) Viewed 36 times
- 3 For An Instant When The Acceleration A Makes An Angle X With The Velocity Vector V The Total Power Radiated Is Given 2 (10.66 KiB) Viewed 36 times
3) For an instant when the acceleration a makes an angle x with the velocity vector v the total power radiated is given by Liénard's generalization of the Larmor formula (11.73) and can be expressed as P = Hog² (² cos²x+ sin²x). (1) 6лс a) Discuss the behavior of the rate (1) for extreme relativistic velocities for accelerations parallel to the velocity. Why it makes it impossible to accelerate charges to the speed of light in vacuum? b) Discuss why it makes it costly in energy just to try bending a charge from a straight-line path while it has a speed close to the velocity of light in vacuum.
P= 2,6 блс a - уха a с 12 (11.73)