A vector field is represented in terms of its flux density vector D as D = 3p² cos 6 ap +22² sin o a. - 3a.. Calculate the total flux emanating from the cylindrical surface S shown in Figure P1.43. z = 5 cm z=3 cm 0=1/6 = 5 cm 10=1/3 Z area S Figure P1.43 Integration over the cylindrical area.

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3. A vector field is represented in terms of its flux density vector D as D = 3p² cos ☀ ap + 2z²
sin ☀ a. – 3a.. Calculate the total flux emanating from the cylindrical surface S shown in
Figure P1.43.
X
z = 5 cm
z = 3 cm
0=1/6
Z
p = 5 cm
10= n/3;
z area S
Figure P1.43 Integration over the
cylindrical area.
Transcribed Image Text:Q 3. A vector field is represented in terms of its flux density vector D as D = 3p² cos ☀ ap + 2z² sin ☀ a. – 3a.. Calculate the total flux emanating from the cylindrical surface S shown in Figure P1.43. X z = 5 cm z = 3 cm 0=1/6 Z p = 5 cm 10= n/3; z area S Figure P1.43 Integration over the cylindrical area.
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