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Product description
The task of electrodynamics.
In an environment with the following parameters: dielectric constant of 1, the magnetic permeability of 1, extends plane electromagnetic wave, the complex amplitude of the electric field vector is in the plane z = 0 E = 0,5 lx + 0,5i ly / m. To determine the time dependence of the electric field vector E and magnetic field H in the z = 15 mm, if the wave propagates in the direction of increasing coordinate z, and the operating frequency is 10 GHz.
In an environment with the following parameters: dielectric constant of 1, the magnetic permeability of 1, extends plane electromagnetic wave, the complex amplitude of the electric field vector is in the plane z = 0 E = 0,5 lx + 0,5i ly / m. To determine the time dependence of the electric field vector E and magnetic field H in the z = 15 mm, if the wave propagates in the direction of increasing coordinate z, and the operating frequency is 10 GHz.
Main features
- Content type File
- Content description 14,75 kB
- Added to the site 12.08.2010
Additional description
The archive contains a file in Word format with the condition and the solution of the problem. Formula typed in the formula editor Equation, graphics built in MathCad.
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