The final current is E/R = 0.262 = 3/R.
R = 3/0.262 ( = 11.45 ohms ).
The time constant is RL = 0.532.
L = 0.532 / R = (0.532) / (3/0.262) = (0.532) (0.262) / 3
= 46.46 millihenrys (rounded)
The same as what? when an inductor is connected in series with a resistor and a current passed through them, the voltages across the resistor and inductor are equal when the reactance is equal to the resistance: 2.pi.f.L = R
t = L/R
A circuit in which elements are connected in series.For example in RLC series circuit resistor,inductor and capacitor are connected in series.
The same as the time constant of a 2.7 microfarad capacitor and a 33 ohm resistor connected in series.
Simple...(20*10-3)/230=869 microseconds
You need to convert the inductance value to henry. Then, simply divide the inductance by the resistance.
The same as what? when an inductor is connected in series with a resistor and a current passed through them, the voltages across the resistor and inductor are equal when the reactance is equal to the resistance: 2.pi.f.L = R
The time constant for an RL-circuit is equal to L/R. In this case, (0.002 H)/(200 ohm).
A transistor acts like a resistor when Gate is connected to Source.
You need to provide values of resistor and inductor etc to find the phase angle.
When a resistor and an inductor are both connected to an AC supply, the current in the resistor is in phase with the voltage, while the current in the inductor is a quarter-cycle (90 degrees) behind. Supposing they both draw 1 amp on a 12-volt AC supply. The resistor will dissipate 12 watts, while the inductor will dissipate no power. Any power that enters the inductor comes back to the generator in a later part of the cycle. But the current drawn from the supply is 1.414 amps, so this would be a load with a power factor of 0.707.
t = L/R
A circuit in which elements are connected in series.For example in RLC series circuit resistor,inductor and capacitor are connected in series.
The reactance of an inductor depends only on its inductance and the frequency.The voltage and any series components are irrelevant.Z = j 2 pi f L = j 2 pi (100) (0.5) = 314.16 ohmsreactive
Yes, with some difficulty. You can think of an inductor as a kind of "AC resistor"in a way. The higher the frequency of the AC, the more difficulty it has passingthrough the inductor.If you apply AC voltage across an inductor, whereV = voltage of the ACf = frequency of the ACL = inductance of the inductor,then the AC current through the inductor isI = V/2 pi f L
The impedance of a component (inductor or capacitor) will change with frequency - resistor impedances will not. Inductor impedance - j*w*L Capacitor impedance - 1/(j*w*C) L = inductance, C = capacitance, j = i = imaginary number, w = frequency in radians The actual inductance and capacitance does not change with frequency, only the impedance.
No. You have to consider the inductor and the capacitor. Impedance of RLC circuit is equal to to the Value of Resistor Only AND Only on Resonate frequency. otherwise u have to cnsider resistance inductance and capacitance together in series.