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Principles of naval engineering - Historic Naval Ships Association

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Chapter 20. -SHIPBOARD ELECTRICAL SYSTEMSwhere•71fLinductive reactance, in ohms3.1416frequency, in cycles per secondinductance, in henrys-rVWV\rH(^\\The current flowing in a capacitive circuitis directly proportional to the capacitance and tothe rate at which the applied voltage is changing.The rate at which the voltage changes is determinedby the frequency. The value <strong>of</strong> the capacitivereactance, Xq, is inversely proportional tothe capacitance <strong>of</strong> the circuit and the frequency<strong>of</strong> the applied voltage. Thus,IRwhere127rfCX -X 'TTfc= capacitive reactance, in ohms= 3.1416= frequency, in cycles per second= capacitance, in faradsThe effects <strong>of</strong> capacitance and inductance inan a-c circuit are exactly opposite. Inductivereactance causes the current to lag the appliedvoltage and capacitive reactance causes the currentto lead the applied voltage. These effectstend to neutralize each other, and the combinedreactance is the difference between the individualreactances.The total opposition <strong>of</strong>fered to the flow <strong>of</strong>current in an a-c circuit is the impedance , Z.The impedance <strong>of</strong> a circuit, expressed in ohms,is composed <strong>of</strong> the capacitive reactance, theinductive reactance, and the resistance.The effects <strong>of</strong> capacitive reactance, inductivereactance, and resistance in an a-c circuit canbe shown graphically by the use <strong>of</strong> vectors. Forexample, consider the series circuit shown inpart A <strong>of</strong> figure 20-18.The vector representation <strong>of</strong> the reactancesis shown in part B <strong>of</strong> figure 20-18. Because theinductive reactance and the capacitive reactanceare exactly opposite, they are subtracted directlyand the difference shown in part C <strong>of</strong>figure 20-18 as capacitive reactance. The resultantis found vectorially by constructing aparallelogram, as shown in part D <strong>of</strong> figure20-18. The resultant vector is also the hypotenuse<strong>of</strong> a right triangle; therefore,Z= \/r2 + (Xc -Xl)2Figure20-18.— Vector solution <strong>of</strong> an a-ccircuit.In accordance with Ohm's law for a-c circuits,the effective current through a circuit isdirectly proportional to the effective voltage andinversely proportional to the impedance. Thus,whereI = -^I = current, in amperesE = emf, in voltsZ = impedance, in ohmsA-C GENERATORSMost <strong>of</strong> the electric power for use aboardship and ashore is generated by alternatingcurrentgenerators.A-c generators are made in many differentsizes, depending upon their intended use. Forexample, any one <strong>of</strong> the generators at BoulderDam can produce millions <strong>of</strong> volt-amperes, whilegenerators used on aircraft produce only afew thousand volt-amperes.Regardless <strong>of</strong> size, however, all generatorsoperate on the same basic principle: a magneticfield cutting through conductors, or conductorspassing through a magnetic field. Thus allgenerators will have at least two distinct sets<strong>of</strong> conductors. They are (1) a group <strong>of</strong> conductors505

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