is a faulty description, the fields of the three particles effect each other at all distances and all directions. You can not suddenly make the net charge of the multi particle system vanish.jeremyfiennes said:I have a proton and an electron at a certain distance from it. The proton exerts an electrostatic force on the electron. I then neutralize the proton's charge by firing another electron at it from behind.
If the electric field is changing (##\partial\vec E/\partial t\neq 0##) then the magnetic field is non-zero by the fourth Maxwell's equation.jeremyfiennes said:Ok. My doubt, however, is that this thought experiment refers to a propagating electrostatic, and not an electromagnetic field.
The propagation speed of the electrostatic field is the speed at which changes in the electric field spread through space. It is also known as the speed of light, which is approximately 299,792,458 meters per second in a vacuum.
The propagation speed of the electrostatic field is equal to the speed of light because both phenomena are governed by the same fundamental laws of electromagnetism. This means that changes in the electric field propagate at the speed of light, regardless of the strength of the field.
No, the propagation speed of the electrostatic field is not affected by the strength of the electric field. It remains constant at the speed of light regardless of the strength of the field.
No, according to the theory of relativity, the speed of light is the maximum speed at which any physical phenomenon can travel. Therefore, the propagation speed of the electrostatic field cannot exceed the speed of light.
The propagation speed of the electrostatic field is the same as the propagation speed of the magnetic field. Both fields are part of the electromagnetic spectrum and are governed by the same fundamental laws of electromagnetism, resulting in the same propagation speed of light.