Basic Electrical Installation Work

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142 50Hz 150 F 21. current capacitive circuit. causes the current the cir- cuit lead ahead the voltage. Example Calculate the reactance 150μF capacitor and 0.c. .05H.Baisc Electrical Installation Work 196 Capacitive reactance (XC) the opposition a.7 Impedance The total opposition current flow a.c.2.2 Ω For inductive reactance: X fL L 2π where 50Hz and 0. current capaci- tive circuit. given the formula: X fC C ) 1 2π Ω where and are defined before and the capacitance the circuit. circuit called impedance and given the symbol Thus impedance the combined opposition to current flow the resistance, inductive reactance and capacitive reactance of the circuit and can calculated from the formula: Z ) Ω or Z V I T T Definition The total opposition current flow in an a. ∴ 6 1 2 3. 10.05H inductor they were separately connected the 50Hz mains supply. For capacitive reactance: 2 C X fC 1 π where 50Hz and 150μF 150 106 F. circuit called impedance and given the symbol Z.c. It can also expressed as: X V I C C C Definition Capacitive reactance (XC) the oppo- sition a.c.05H 15. causes the current the circuit lead ahead the voltage, as shown Fig. ∴ Ω XL 3.142 50Hz 0