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Problem 3.5 Prove that the field is uniquely determined when the charge density p is given and either V or the normal derivative V/an is specified on each boundary surface. Do not assume the boundaries are conductors, or that V is constant over any given surface.

Problem 3.5 Prove that the field is uniquely determined when the charge density p is given and either V or the normal derivative V/an is specified on each boundary surface. Do not assume the boundaries are conductors, or that V is constant over any given surface.

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Problem 3.5 Prove that the field is uniquely determined when the charge density p is given and either V or the normal derivative V/ən is specified on each boundary surface. Do not assume the boundaries are conductors, or that V is constant over any given surface.
Transcribed Image Text:Problem 3.5 Prove that the field is uniquely determined when the charge density p is given and either V or the normal derivative V/ən is specified on each boundary surface. Do not assume the boundaries are conductors, or that V is constant over any given surface.
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