Example Consider the portion of a sphere as shown. The surface is specified by r = 4, 0 ≤ 0 ≤ O.ITT, 0 ≤ f≤ 0.31. The closed path forming its perimeter is composed of three circular arcs. Given the magnetic field H = 6r sinf a, + 18r sin @cost a A/m, evaluate each side of Stokes' theorem. r=4 (2 0.3л 0.17 y

Power System Analysis and Design (MindTap Course List)
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Example Consider the portion of a sphere as shown. The surface is specified by r = 4, 0 ≤ 0 ≤
O.ITT, 0 ≤ f≤ 0.31. The closed path forming its perimeter is composed of three circular arcs. Given
the magnetic field H = 6r sinf a, + 18r sin @cost a A/m, evaluate each side of Stokes' theorem.
r=4
(2
0.3л
0.17
y
Transcribed Image Text:Example Consider the portion of a sphere as shown. The surface is specified by r = 4, 0 ≤ 0 ≤ O.ITT, 0 ≤ f≤ 0.31. The closed path forming its perimeter is composed of three circular arcs. Given the magnetic field H = 6r sinf a, + 18r sin @cost a A/m, evaluate each side of Stokes' theorem. r=4 (2 0.3л 0.17 y
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