E=3cos(wt-βx-45°)ay+4sin(wt-βx+45°)az V/m
determine the polarization
E=3cos(wt-βx-45°)ay+4sin(wt-βx+45°)az V/m determine the polarization
E=3cos(2*pi*10^8t-2*pi*y)ax+3sin(2*pi*10^8t-3*pi*y)as V/m at the point (0,0.2,0) determine the polarization of the wave and the rotation as change to az
5. Calculate the polarization angles (y, χ) for the wave E(z,t)- f 3 cos(ωt-kz) + 93 cos(wt-k2+ 450) (V/m). Plot E(0, t) to show the polarization state.
5. Calculate the polarization angles (y, χ) for the wave E(z,t)- f 3 cos(ωt-kz) + 93 cos(wt-k2+ 450) (V/m). Plot E(0, t) to show the polarization state.
4. Given that E = Em sin(wt - kz) ay, V/m. In free space, Find D, B and H.
please 10.35 (a) and 10.36 (a)
10.35 Determine the wave polarization of each of the following waves (a) E, cos(wt + Bya, + E, sin(wt + By)a, V/m (b) E, cos(wt - Byla, - 3E, sin(wt + ßy)a. V/m 10.36 Determine the polarization of the following waves: (a) E, - 40el*a, + 60e1103a, V/m (b) E, = 12ej" 3 2 -1104a, + 5e3al3 e 110%, V/m
Determine the wave polarization of each of the following waves: (a) E0 cos(wt + {3y)ax + E0 sin(wt+ {3y)azV/m (b) E0 cos(wt - {3y)ax- 3E0 sin(wt+ {3y)azV/m
3. The electric field of an elliptically polarized plane wave is given by E(z, t)- [-8 12 sin(wt-kz-5800+ ỹ Determine the following (A) The polarization angles (y,x) 32 cos(wt-kz)] (V/m) (B) The direction of rotation
3. The electric field of an elliptically polarized plane wave is given by E(z, t)- [-8 12 sin(wt-kz-5800+ ỹ Determine the following (A) The polarization angles (y,x) 32 cos(wt-kz)] (V/m) (B) The direction of rotation
z=e37.cos(4), Ir-st, y=215+t az/az= az/ay= M Dz/as= M dy/as = M Oz/dt = M Dy/at = M az/as= az/at= If you don't get this in 3 tries, you can see a similar example (online). However, try to use this as a last resort or after you have already solved the problem. There are no See Similar Examples on the Exams!
4. Plot the locus of E(0,t) for a plane wave with Ē (z,t) = î cos(wt+kz) +ŷ 1.3 sin(wt + kz) (V/m) Determine the polarization state from your plot. Determine the direction of propagation of the wave.
5. Calculate the polarization angles (y, χ) for the wave E(z,t)- f 3 cos(ωt-kz) + 93 cos(wt-k2+ 450) (V/m). Plot E(0, t) to show the polarization state.
An electron moves through a uniform electric field vector E = (2.40î + 5.70?) V/m and a uniform magnetic field vector B = 0.400k T. Determine the acceleration of the electron when it has a velocity vector v = 6.0î m/s. ax= ay= az=