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ELECTROMAGNETIC FIELD THEORY

Electromagnetic Field Theory
A vector field A = p In is given in Cartesian coordinates. In cylindrical coordinates it will be represented as

 A = cosφ Ir - sinφ Ir.
 A = sinφ Ir.
 A = cosφ Ir + sinφ Iφ.
 A = cosφ Ir.

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Electromagnetic Field Theory
A potential field is given by V = 3x2 y – yz. The electric field at P(2, -1, 4) is

 12 Ix - Iz V/m.
 12 Ix + 8 Iy + Iz V/m.
 12 Ix - 8 Iy - Iz V/m.
 12 Ix - 8 Iy V/m.

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Electromagnetic Field Theory
A sphere of radius with a uniform charge density ρv C/m3 shall have electric flux density at radius “r = a” equal to

 ρv/3 C/m2.
 aρv/4 C/m2.
 aρv/3 C/m2.
 aρv C/m2.

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Electromagnetic Field Theory
An infinite sheet has a charge density of 150 μ C/m. The flux density in μ C/m 2 is

 100.
 50.
 1/75.
 75.

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Electromagnetic Field Theory
An infinite non conducting sheet of charge has σ of 10-7 c/m3. Equipotential surface for a potential of 10 volts is.

 0.
 0.88 mm.
  1.77 mm.
 1.32 mm.

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