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Chapter 16: Load Balance Of Polyphase Systems

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FieldValue
SourceTheory and Calculation of Electric Circuits
Year1917
Section IDtheory-calculation-electric-circuits-chapter-16
Locationlines 29302-30428
Statuscandidate
Word Count2820
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CHAPTER XVI LOAD BALANCE OF POLYPHASE SYSTEMS 163. The total flow of power of a balanced symmetrical poly- phase system is constant. That is, the sum of the instantaneous values of power of all the phases is constant throughout the cycle. In the single-phase system, however, or in a polyphase system with unbalanced load, that is, a system in which the different phases are unequally loaded, the total flow of power is pulsating, with double frequency. To balance an unbalanced polyphase system thus requires a storage of energy, hence can not be done by any method of connection or transformation. Thus mechanical momentum acts as energy-storing device in the use as phase bal- ancer, of the induction or the synchronous machine. Electrically, energy is stored by inductance and by capacity. The question then arises, whether
... s a storage of energy, hence can not be done by any method of connection or transformation. Thus mechanical momentum acts as energy-storing device in the use as phase bal- ancer, of the induction or the synchronous machine. Electrically, energy is stored by inductance and by capacity. The question then arises, whether by the use of a reactor, or a condenser, con- nected to a suitable phase of the system, an unequally loaded polyphase system can be balanced, so as to give constant power during the cycle. In interlinked polyphase circuits, such as the th ...
... Q cos (2 - a) + Q' cos (2 « - 2/3 - I) = (26) LOAD BALANCE OF POLYPHASE SYSTEMS 319 hence, & = Q (27) 2 - 2 18 - I = 2 - a - IT or, thus. /3 = f + I (28) 2 ^ ?' = ^ (29) e' = E' cos [0 - (I + I) ] (31) is the voltage, which, impressed upon a reactor of reactance, x = §Q (30) balances the power, P = P + cos .(2 - a) (24) of an unbalanced polyphase system. That is, e' = E' cos [* - (f + J) ] (31) impressed upon the reactance, x, gives the current, '■-^-[*-(i+T)] »^' and thus the power, p'-«eo.[*-(| + |)]cos[*-(J + %')] ...
... us values of power of all the phases is constant throughout the cycle. In the single-phase system, however, or in a polyphase system with unbalanced load, that is, a system in which the different phases are unequally loaded, the total flow of power is pulsating, with double frequency. To balance an unbalanced polyphase system thus requires a storage of energy, hence can not be done by any method of connection or transformation. Thus mechanical momentum acts as energy-storing device in the use as phase bal- ancer, of the induction or the synchronous machi ...
... n f (cos a + 1) and F(cos a — 1), where cos a is the power-factor of the single-phase load. Especially in alternators of very high armature reaction, as modern steam-turbine alternators, a pulsation of the armatiu^ reaction is very objectionable. It causes a pulsation of the field flux, leading to excessive eddy-current losses and consequent re- duction of the output. The use of a squirrel-cage winding in the 314 LOAD BALANCE OF POLYPHASE SYSTEMS 315 field pole faces of the single-phase alternator reduces the pulsation of the field flux, but als ...
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  • Dielectricity / capacity: Check whether the passage treats capacity, condensers, displacement, or dielectric stress as field storage rather than only circuit algebra.
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