Prob. 11.2 Note: some of the phases are expressed in terms of sine. You will have to convert these to cosine.


Prob. 11.2 Note: some of the phases are expressed in terms of sine. You will have to<br>convert these to cosine.<br>

Extracted text: Prob. 11.2 Note: some of the phases are expressed in terms of sine. You will have to convert these to cosine.
Se<br>11.2 For each set of voltages, state whether or not the<br>PSPICE voltages form a balanced three-phase set. If the<br>MAULTISIA set is balanced, state whether the phase sequence<br>is positive or negative. If the set is not balanced,<br>explain why.<br>PS<br>MUL<br>a) va = 180 cos 377t V,<br>180 cos(377t - 120°) V,<br>ve = 180 cos(377t - 240°) V.<br>b) va = 180 sin 377t V,<br>180 sin(377t + 120°) V,<br>180 sin(377t – 120°) V.<br>Ve<br>c) va<br>Vp = 400 sin(377t + 210°) V,<br>ve = 400 cos(377t - 30°) V.<br>-400 sin 377t V,<br>

Extracted text: Se 11.2 For each set of voltages, state whether or not the PSPICE voltages form a balanced three-phase set. If the MAULTISIA set is balanced, state whether the phase sequence is positive or negative. If the set is not balanced, explain why. PS MUL a) va = 180 cos 377t V, 180 cos(377t - 120°) V, ve = 180 cos(377t - 240°) V. b) va = 180 sin 377t V, 180 sin(377t + 120°) V, 180 sin(377t – 120°) V. Ve c) va Vp = 400 sin(377t + 210°) V, ve = 400 cos(377t - 30°) V. -400 sin 377t V,

Jun 11, 2022
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