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RANGKAIAN LISTRIK 2 SINUSOIDAL STEADY STATE

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Presentation on theme: "RANGKAIAN LISTRIK 2 SINUSOIDAL STEADY STATE"— Presentation transcript:

1 RANGKAIAN LISTRIK 2 SINUSOIDAL STEADY STATE
SELASA, DH 102, WITA Ir. I.A.DWI GIRIANTARI,MEngSc.,PhD. SINUSOIDAL STEADY STATE SINGLE &THREE PHASE CIRCUIT STAR-DELTA CONNECTION FREKWENSI COMPLEX LAPLACE TRANSFER FUNCTION TRANSFORMER TWO PORT NETWORK

2 KONTRAK KULIAH MIDDLE TEST/UTS = 35% ASSIGMENT /TUGAS = 15%
PARTICIPATIONS = 10% FINAL EXAM/UAS = 40% TOTAL = 100%

3 INTRODUCTORY ALTERNATING CURRENT
PEMBANGKITAN TEGANGAN AC

4 vector representation
TWO EXPRESSION Vm = MAKSIMUM VOLTAGE Vrms= V = Vm/√2 y(t) is a periodic function of time t, with period T

5 AN IDEAL RESISTOR IN AC CIRCUIT
E= Ri i = E/R = (Vm/R) sin ωt = Imsin ωt atau I = E/R

6 POWER IN RESISTOR The instantaneous power dissipated

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11 P is called the average power
Q is called the reactive power

12 POWER FOR PURELY INDUCTIVE CIRCUITS

13 POWER FOR PURELY CAPACITIVE CIRCUITS

14 THE POWER FACTOR

15 above

16 We now calculate P and Q directly

17 THE RMS VALUE AND POWER CALCULATIONS

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19 EXAMPLE SOLUTION The average power delivered to

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22 EXAMPLE a). Calculate the complex power of the load. b). Calculate the impedance of the load.

23 and

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