Rotating Hollow Ball. There is a hollow sphere rotating about its axis with angula Figure 2. The total charge is Q and is evenly distributed over its surface. far radiu R. (a) Determine the electric field E- outside and inside! (b) Determine the potential of the vector A outside and inside! (Hint: don't use re a fixed axis, but use the axis of the intended position.)

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Rotating Hollow Ball. There is a hollow sphere rotating about its axis with angular velocity, as in
Figure 2. The total charge is Q and is evenly distributed over its surface. far radius of the ball is
R.
(a) Determine the electric field E- outside and inside!
(b) Determine the potential of the vector A- outside and inside! (Hint: don't use rotation axis as
a fixed axis, but use the axis of the intended position.)
(c) Determine the magnetic field B~ outside and inside!
(d) Determine the total energy of the system!
R
Transcribed Image Text:Rotating Hollow Ball. There is a hollow sphere rotating about its axis with angular velocity, as in Figure 2. The total charge is Q and is evenly distributed over its surface. far radius of the ball is R. (a) Determine the electric field E- outside and inside! (b) Determine the potential of the vector A- outside and inside! (Hint: don't use rotation axis as a fixed axis, but use the axis of the intended position.) (c) Determine the magnetic field B~ outside and inside! (d) Determine the total energy of the system! R
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