For spherical and cylindrical electrode system designed in optimal geometric dimensions a)- Prove that the most suitable geometry for the spherical electrode system is r2/r1 = 2. b)- Prove that the most suitable geometry for the cylindrical electrode system is r2/r1 = e. (Note: The cylinder / sphere surface is smooth and the flux density is the same for every point of the cylinder / sphere surface. will be considered.)
For spherical and cylindrical electrode system designed in optimal geometric dimensions a)- Prove that the most suitable geometry for the spherical electrode system is r2/r1 = 2. b)- Prove that the most suitable geometry for the cylindrical electrode system is r2/r1 = e. (Note: The cylinder / sphere surface is smooth and the flux density is the same for every point of the cylinder / sphere surface. will be considered.)
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1. For spherical and cylindrical electrode system designed in optimal geometric dimensions a)- Prove that the most suitable geometry for the spherical electrode system is r2/r1 = 2. b)- Prove that the most suitable geometry for the cylindrical electrode system is r2/r1 = e. (Note: The cylinder / sphere surface is smooth and the flux density is the same for every point of the cylinder / sphere surface. will be considered.)
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