In RLC series circuit, the instantaneous expression of current, apparent power, active power, reactive power and power factor are obtained In RLC series circuit, r = 100 ohm, XL = 20, XC = 10, supply voltage U = 200sin (100t + 30 degrees), the instantaneous expression of current, apparent power, active power, reactive power and power factor are obtained

In RLC series circuit, the instantaneous expression of current, apparent power, active power, reactive power and power factor are obtained In RLC series circuit, r = 100 ohm, XL = 20, XC = 10, supply voltage U = 200sin (100t + 30 degrees), the instantaneous expression of current, apparent power, active power, reactive power and power factor are obtained


R = 100 X = XL - XC = 20 - 10 = 10
Z = (R * r + X * x) ^ 0.5 = 100.5 Tana = x / r = 0.1 A = 5.7 degrees
Im = um / z = 200 / 100.5 = 1.99 Φ = 30 - 5.7 = 24.3 degrees
Instantaneous expression of current: I = imsin (100t + Φ) = 1.99sin (100t + 24.3 degrees)
Apparent power: S = u * I = (200 / √ 2) * (1.99 / √ 2) = 199 KVA
Active power: P = I * I * r = (1.99 / √ 2) * (1.99 / √ 2) * 100 = 198 w
Reactive power: q = I * I * x = (1.99 / √ 2) * (1.99 / √ 2) * 10 = 19.8 var
Power factor: cosa = cos5.7 = 0.995



What determines the power factor in a nonsinusoidal circuit?


In a sinusoidal circuit, the power factor is determined by the phase difference between the fundamental voltage and the potential. If it is a non sinusoidal circuit, there are various harmonics besides the fundamental. The distortion of harmonics will also affect the power factor



Relationship between voltage and current of inductor


The one upstairs is wrong
It should be inductance voltage UL = L * di / dt
Capacitive current IC = C * Du / DT



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There are four basic formulas for the problem of cattle grazing: the problem of cattle grazing is also known as the problem of growth and decline, which was put forward by Newton, a great British scientist in the 17th century



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In log2 √ 3, 2 is the subscript


Sorry just made two mistakes
2^3*2^x=3√3
2^(-3x)=√3/9
2^x=√3
2^(-x)=√3/3
Original formula = (26 / (3 √ 3)) / (2 √ 3 / 3) = 13 / 3



36 degrees 59 minutes 96 seconds into an angle in degrees


37.01



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1 / 2 + 1 / 4 + 1 / 8 + 1 / 16 + 1 / 32 + 1 / 64


This is the equal ratio sequence, the common ratio is 1 / 2. I will learn it in high school, and the equal difference sequence. Summation formula



When a fraction equals five out of twelve


25 points