A beam of light travelling along x-axis is described by the magnetic field, `E_y=(600 Vm^-1) sin omega (t-x//c)`
Calculating the maximum electric and magnetic forces on a charge q=2e,
moving along y-axis with a speed of `3xx10^7m//s`, where `e=1.6xx10^(-19)C`.

A beam of light travelling along x-axis is described by the magnetic field, B_z=5xx10^-9Tsin omega (t-x//c) Calculating the maximum electric and magnetic forces on a charge, i.e. alpha particle moving along y-axis with a speed of 3xx10^7m//s , charge on electron = 1.6xx10^-19C

(a) Derive a relation for the velocity of electromagnetic wave. (b) An electromagnetic wave is travelling along Z-axis is described by magnetic field B_x =4 xx 10^(-10) sin ( omega t - kx -kz)T Find the maximum electric and magnetic field on an alpha particle moving along Y-axis with a speed of 5 xx 10^6 m/s. Charge on the electron is 1.6 xx 10^(-19) C.

An electromagnetic wave is travelling along Z-axis is described by an electric field B_x = 4 xx 10^(-10) T sin ( omega t - kz) Find the maximum electric and magnetic force on an alpha particle moving along Y-axis with a speed of 5 xx 10^6 m/s. Charge on the electron is 1.6 xx 10^(-19 ) C .

A beam of light travelling aling x-axis is described by the magnetic field, B _(o) =5.2 xx 10 ^(-9) T sin omega (t - x//c). Then, (Charge on electron =1. 6 xx 10 ^(-19) C)

A plane e.m. wave propagating in the x-direction has a wavelength 5.5 mm. The electric field is in the y-direction and its maximum magitude is 36Vm^_1 . Write suitable equation for the electric and magnetic fields as a function of x and t and find energy density of e.m. wave. Calculate the maximum electric and magnetic force on a charge q=2e, moving along y-axis with a speed of 3.0xx10^7ms^-1 , where e=1.6xx10^(-19)C .

A light beam travelling in the x -direction is described by the eectirc field E_(y) = (300 V//m) sin omega(t - x//c) . An electron is constrained to move along the y -direction with a speed of 2.0 xx 10^(7) m//sec . Find the maximum electric force and the maximum magnetic force on the electron.

A light beam travelling in the x- direction is described by the electric field E_y=(300V (m^-1) sin omega (t-(x//c)) . An electron is constrained to move along the y-direction with a speed (2.0 xx (10^7) m (s^-1)) . Find the maximum electric force and the maximum magnetic force on the electron.

A light beam travelling in the x- direction is described by the electric field E_y(300V (m^-1) sin omega (t-(x//c)). An electron is constrained to move along the y-direction with a speed (2.0 xx (10^7) m (s^-1)). Find the maximum electric force and the maximum magnetic force on the electron.

A light beam travelling in the x- direction is described by the electric field E_y=(300V (m^-1) sin omega (t-(x//c)) . An electron is constrained to move along the y-direction with a speed (2.0 xx (10^7) m (s^-1)) . Find the maximum electric force and the maximum magnetic force on the electron.