An infinitely long solenoid has a vacuum core. The solenoid has radius a, N turns per unit length, carrying current I(t). The I(1) is extremely slowly varying with time. А. State the magnetic field B...


An infinitely long solenoid has a vacuum core. The solenoid has radius a, N turns per<br>unit length, carrying current I(t). The I(1) is extremely slowly varying with time.<br>А.<br>State the magnetic field B inside the solenoid.<br>Derive the electric field E inside the solenoid.<br>В.<br>C.<br>Determine the energy stored per unit length.<br>Calculate the energy flux, o = fs. da. S is Poynting vector, and da is the<br>D.<br>infinitesimal area element.<br>Е.<br>Interpret the connection between 4.C and 4.D results.<br>

Extracted text: An infinitely long solenoid has a vacuum core. The solenoid has radius a, N turns per unit length, carrying current I(t). The I(1) is extremely slowly varying with time. А. State the magnetic field B inside the solenoid. Derive the electric field E inside the solenoid. В. C. Determine the energy stored per unit length. Calculate the energy flux, o = fs. da. S is Poynting vector, and da is the D. infinitesimal area element. Е. Interpret the connection between 4.C and 4.D results.

Jun 11, 2022
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