in a space with properties of (relative conductivity) sigma = 0.00964 S/m, (magnetic relative permeability)ur = 100 and (relative permittivity)er = 1 and maximum magnetic field of 1*10^-3 A/m travels in the direction of "x" positive in 100 MHz with its field vector at "z" direction. Find the instantaneous electric field associated with that magnetic field in the form just like at the image shown below (my struggle is to find the Alpha here)
in a space with properties of (relative conductivity) sigma = 0.00964 S/m, (magnetic relative permeability)ur = 100 and (relative permittivity)er = 1 and maximum magnetic field of 1*10^-3 A/m travels in the direction of "x" positive in 100 MHz with its field vector at "z" direction. Find the instantaneous electric field associated with that magnetic field in the form just like at the image shown below (my struggle is to find the Alpha here)
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in a space with properties of (relative conductivity) sigma = 0.00964 S/m, (magnetic relative permeability)ur = 100 and (relative permittivity)er = 1 and maximum magnetic field of 1*10^-3 A/m travels in the direction of "x" positive in 100 MHz with its field vector at "z" direction. Find the instantaneous electric field associated with that magnetic field in the form just like at the image shown below (my struggle is to find the Alpha here)
![E = Eo * e
-a*x * cos(wt – ßx)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8cdc93ce-e2c1-450b-a108-334f1039b730%2Fd2638341-85b6-4e24-be4e-a4696668c8b2%2Fz8cuo5t_processed.png&w=3840&q=75)
Transcribed Image Text:E = Eo * e
-a*x * cos(wt – ßx)
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