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Published byLeo Hunter Modified over 8 years ago
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Lab 13 – Complex Power EE 188L
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Instantaneous Power Time domain
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Instantaneous Power constant with time = P (real or average power) time varying frequency = 2
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Phase Shift f = 624 Hz T = 1 / 624 Hz = 1.60 ms voltage leads current by 0.22 ms ( v - i ) / 360° = 0.22 ms / 1.60 ms v - i = 50° (lagging) For an impedance with v(t) and i(t), θz = θv - θi = 50° (resistive and inductive)
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Complex Power Frequency domain using phasors = P + j·Q where S is the complex power (VA) P is the average power (watts) Q is the reactive power (VAR’s or volts amps reactive
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Apparent Power units: volt-amperes, VA Ideal pf = 1 lagging if ( θv – θi) > 0º leading if (θv – θi) < 0º
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Inductive Load Neglecting Rs Delivered to R 1 and R 2 Delivered to L
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Compensated Load To increase power factor to 1, add compensating capacitor: [ ] (same as before) Which is zero if pf = 1. Again neglecting Rs
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Current or
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Power Triangle
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