A point charge q is moving along the x-direction with a constant velocity . Show that...

 

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A point charge q is moving along the x-direction with a constant velocity . Show that the Lienard-Wiechert scalar potential can be obtained as Y (†, t) = where y = 1 q ATEO √y²(x-vt)2 + y² + z² A particle of charge q moves in a circular path of radius R at constant angular velocity w. Consider that the circle lies on the xy-plane with the center at origin and the charge is at (R,0) at time t= 0. Find the Lienard-Wiechert scalar potential at any point on the z-axis. Comment on your result. A point charge q is moving along the x-direction with a constant velocity . Show that the Lienard-Wiechert scalar potential can be obtained as Y (†, t) = where y = 1 q ATEO √y²(x-vt)2 + y² + z² A particle of charge q moves in a circular path of radius R at constant angular velocity w. Consider that the circle lies on the xy-plane with the center at origin and the charge is at (R,0) at time t= 0. Find the Lienard-Wiechert scalar potential at any point on the z-axis. Comment on your result.

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a LienardWiechert Scalar Potential for a Moving Charge The LienardWiechert potential for a moving charge is given by r tq4rv t1vc12 Where q is the cha... View the full answer