Equation For Sinusoidal Quantities
Equation For Sinusoidal Quantities Assignment Help | Equation For Sinusoidal Quantities Homework Help
Equation For Sinusoidal Quantities
An alternating quantity following since law is called the sinusoidal quantity.
In practical electrical engineering it is assumed that the alternating voltages and currents follow since law, though they may slightly deviate from it. The advantage of this assumption is that calculations become simple. When speaking of alternating current e.m.f., voltage or magnetic flux, we shall take them as obeying since law.
Alternating e.m.f. following since law is shown and is expressed in the from
e = Emax sin ωt
The rotating coil moves through and angle of 2π radians in one cycle, so angular varsity ω = 2πf where f is the number of cycles completed per second.
Substituting 2πf above expression we get
e = Emax sin 2πft.
For more help in Equation For Sinusoidal Quantities click the button below to submit your homework assignment
In practical electrical engineering it is assumed that the alternating voltages and currents follow since law, though they may slightly deviate from it. The advantage of this assumption is that calculations become simple. When speaking of alternating current e.m.f., voltage or magnetic flux, we shall take them as obeying since law.
Alternating e.m.f. following since law is shown and is expressed in the from
e = Emax sin ωt
The rotating coil moves through and angle of 2π radians in one cycle, so angular varsity ω = 2πf where f is the number of cycles completed per second.
Substituting 2πf above expression we get
e = Emax sin 2πft.
For more help in Equation For Sinusoidal Quantities click the button below to submit your homework assignment