) nstantancous vaiutsth 5) Determine the polarization type and sketch the trajectory of the electric fields of the...
A uniform sinusoidal plane wave in air with the following phasor expression for electric intensity is incident on a perfectly conducting plane at z -0. a) Determine the polarization of the wave (with respect to incidence plane). A uniform sinusoidal plane wave in air with the following phasor expression for electric intensity is incident on a perfectly conducting plane at z -0. a) Determine the polarization of the wave (with respect to incidence plane).
Determine the type and sense of polarization for the following uniform plane waves (Do not forget to verify whether the sense of the polarization Left or Right hand) a) ?(?) = (??? −?(?/4) + ??? −?(?/4) )? −??? V/m. b) ?(?) = (2?? + ?5??)? −??? V/m.
The figures described by the tip of the eleetrie veetor with time for different plane waves on one of its wavefront surfaces are shown in igure 1. Note that the last value of the instantaneous field is highlighted by their components on X and Y axis. Polarization I Polarization Il Polarization III Polarization IV Figure 1: Polarizaciones.Figure 1: Polarizaciones. Indicate (explaining your reasonimg) to what hgure (1, 11, I1l, IV), if any, corresponds each one of the following fields given...
The complex amplitude and polarization of the electric field intensity and magnetic field intensity of a uniform plane wave operating at 1 GHz is l 100e-丿4a -and | 10.63eTa'l- respectively. The wave propagates through a medium with the following properties: 4 × 10-7 ,e = 14.2 × 10-9 , σ = 0 . Determine the following: a. Electric field intensity in phasor form. b. Electric field intensity in real instantaneous form. m m m c. Wave impedance
1. Suppose two plane waves of light with electric field amplitudes E1 and E2 arrive at a detector at time t having travelled different distances z1 and z2. Assume the field vectors have the same polarization direction p. The fields of the two plane waves at the detector individually are Eipcos(ot - kzi) and E.pcos(at-kz2 ) . Here the wavenumber is k-2πίλ and the angular frequency is ω ck-2πο:/v , where λ is the wavelength, с is the speed, and...
8. (30) A plane electromagnetic direction. The electric polarization is parallel to i. The amplitude of the magnetic field is Bo. A rectangular loop of wire lies in the x-z plane, with edges lying at z-a/2, z=al2, -b12, and x -b/2. (a) Find the magnetic flux in the loop wave with wave vectork and frequency o travels in the z as a function of time. (Complex notation is easiest.) (b) Calculate the induced emf E in the loop as a...
7.12 The electric field of an elliptically polarized plane wave is given by [-k 10 sin(cot-kz-60°) E(z, t) y 30 cos(ot - kz)] (V/m). Determine the following: (a) The polarization angles (y, x). (b) The direction of rotation. 7.12 The electric field of an elliptically polarized plane wave is given by [-k 10 sin(cot-kz-60°) E(z, t) y 30 cos(ot - kz)] (V/m). Determine the following: (a) The polarization angles (y, x). (b) The direction of rotation.
In the double-slit experiment of the figure, the electric fields of the waves arriving at point Pare given by Ep ( 2.34 μ /m) sin(( 2.25x 1015)t] E2 ( 2.34 V/m) sin[( 2.25 x 1015)t + 39.6 rad], where time t is in seconds. (a) What is the amplitude of the resultant electric field at point P? (b) What is the ratio of the intensity Ip at point P to the intensity Icen at the center of the interference pattern?...
Suppose two plane waves of light with electric field amplitudes E1 and E2 arrive at a detector at time t having travelled different distances z1 and z2. Assume the field vectors have the same polarization direction P. The fields of the two plane waves at the detector individually are Epcos(ω-ka) and E2pcos(ot-kz2) . Here the wavenumber is k = 2πα and the angular frequency is ck 2nclv, where A is the wavelength, c is the speed, and is the frequency...
According to the given equations of motion of the particle M determine the type of trajectory and for a moment of time t=t_1, find its position on the trajectory, its velocity , total tangential and normal acceleration , and a radius of the trajectory curvature. a) X=-2t^2+3,(cm), Y=-5t(cm) , t_1=0.5(s) b) X=-3/(t+2), Y=3t+6, t_1=2