1. Electric Flux Density 1.1 Given a coaxial cable with solid inner conductor of radius a, an outer conductor that goes from radius b to c, (so c > b > a), a charge +Q that is evenly distributed throughout a meter length of the inner conductor and a charge –Q that is evenly distributed throughout a meter length of the outer conductor, derive equations for the electric flux density for all p. You may orient the cable in any way you wish
1. Electric Flux Density 1.1 Given a coaxial cable with solid inner conductor of radius a, an outer conductor that goes from radius b to c, (so c > b > a), a charge +Q that is evenly distributed throughout a meter length of the inner conductor and a charge –Q that is evenly distributed throughout a meter length of the outer conductor, derive equations for the electric flux density for all p. You may orient the cable in any way you wish
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1. Electric Flux Density
1.1 Given a coaxial cable with solid inner conductor of radius a, an outer conductor that goes from
radius b to c, (so c > b > a), a charge +Q that is evenly distributed throughout a meter length of
the inner conductor and a charge –Q that is evenly distributed throughout a meter length of the
outer conductor, derive equations for the electric flux density for all p. You may orient the cable
in any way you wish.
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