- #1
eliotsbowe
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Hello, I'm having some issues with Love's equivalence principle.
I'm studying Balanis' "Antenna theory" (1997), here's a (legal) fragment of the section in question:
http://www.uniroma2.it/didattica/ap1/deposito/02_2-Balanis-Equivalence_Theorems.pdf
I'm trying to understand the following statement (page 331, figure 7-8 b):
"The electric current density Js, which is tangent to the surface S, is short-circuited by the electric conductor."
May someone explain the reason for Js to be considered short-circuited on the surface of the perfect electric conductor?
Thanks in advance.
I'm studying Balanis' "Antenna theory" (1997), here's a (legal) fragment of the section in question:
http://www.uniroma2.it/didattica/ap1/deposito/02_2-Balanis-Equivalence_Theorems.pdf
I'm trying to understand the following statement (page 331, figure 7-8 b):
"The electric current density Js, which is tangent to the surface S, is short-circuited by the electric conductor."
May someone explain the reason for Js to be considered short-circuited on the surface of the perfect electric conductor?
Thanks in advance.