i. Estimate the value of total inductance between terminals A – B for the circuit shown in Figure B3. 3H Figure B3 ii. If A-B terminals are connected to 150V, 60HZ supply, Estimate the following: a. Energy stored in the inductor coil when a current of 6mA collapses uniformly to 3mA. b. EMF induced in the coil if the time changes from 4ms to 2.5ms
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- Consider the mutually coupled inductors shown in Figure 3.25(a), with a short connected across the terminals of L2. Derive an expression for the equivalent inductance seen looking into the terminals of L1.Vbatt=25 VC1=90 ?CC2=75 ?CC3=60 ?CR1=160 ΩR2=120 Ωt2=21.6 msect3=27 msecConsider the circuit shown below which shows a battery connected to some resistors and capacitors along with some switches which will be toggled opened or closed at different times. The components are listed above. The capacitances are in microCoulombs (?C), the resitances are in Ohms (Ω), and the times are in milliseconds (msec). A stopwatch is started at time t1=0 ms. At that time, switch S1 is closed and all other switches are open and the capacitor is allowed to charge up.(a). What is the charge (in uC) on C1 at the time the stopwatch reads t2=21.6 ms?Ans: 1750 uC(b). What is the current (in mA) through R1 at t2=21.6 ms?Ans: 34.9 mA(c). What is the voltage (in V) across R1 at t2=21.6 ms?Ans: 5.58 V(d). What is the voltage (in V) across C1 at t2=21.6 ms?Ans: 19.4 V(e). What is the energy (in mJ) in C1 at t2=21.6 ms?Ans: 17.0 mJThen, immediately at time t2=21.6 on the stopwatch, switch S1 is thrown open and…Please inform in clear handwriting on how you do the work and solve the answer I must make a DC circuit with any two of a resistor, capacitor, or inductor 1) Choose values voltage, resistance, capacitance, and inductance 2) Calculate the time constant or frequency 3) Graph the voltage and current over time
- Perform calculations of all circuit currents, the current of each element (source, resistors, capacitors, and coils), also perform voltage calculations on resistors, coils, and capacitors. If you can't do some calculation, explain why.1capacitor having capacitance of 10uF is connected with 1k ohm resistor in series. The switch of the DC supply of 10 Volts, closes at t = 0. Compute the following a. Draw a circuit diagram for t- and t+ b. Compute the time constant c. Plot the Voltage with respect to time, showing the behavior of capacitor charging(take at least 10 values of time in seconds to draw a graph).P5 Determine the current in each mesh of the circuit shown in Figure 3. if the switch is closed in the instant t = 0 en which the charge of the capacitor is 0.
- Having stabilized the fuel, you look to your computer for next steps. You are told that the spacecraft uses a "start capacitor" that must reach a required voltage in order to start its engine. This voltage is determined by the fixed capacitance and charge as a function of time, q(t) . These capacitors are charged and stored in your current location and must be brought to the spacecraft. Your computer provides you with the following definitions: Charge: The charge as a function of time is q(t)=∫i(t)dt , where i(t)=36t^5+15t^2−6 is the current as a function of time. You need to provide the computer with the function q(t) in order for it to appropriately charge the start capacitor. If an unknown constant is needed, it can be included using "+ C", being sure to use a capital letter as the lowercase is used for capacitance. q(t)=By means of a battery, a capacitor C1 of 3.55 μf is charged until it reaches a potential difference △V0 = 6.3 volts. Then the battery is removed and as shown in the figure below, the capacitor is connected to another discharged capacitor C2 of 5 μf until equilibrium is achieved, with both capacitors at the same charge. a) What is the potential difference in each? b) What is the energy stored in the electric field before and after closing the switch?An inductance of 1 henry, a resistance of 1600 ohms, and a capacitance of 10-6 farad are connected in series with an e.m.f 100 sin 600t volts. If the charge Q and the current I are both zero when the time t = 0, find the current when t = 0.001 second.
- For the capacitor network shown in Figure(Q2a) above (which has reachedsteady state i.e. on for a very long time), calculate:i. The total capacitance, CT , for the entire networkii. The voltage across capacitor C2iii. The total charge stored across capacitor C2iv. The energy stored in capacitor C2Please help with the 6 questions: In the circuit shown in the figure, the inductor has inductance ?=2.50 HL=2.50 H and negligible internal resistance. The battery has a voltage of ?b=11.0 VVb=11.0 V and is connected in series to a resistor of resistance ?1=15.0 Ω.R1=15.0 Ω. A second resistor has a resistance of ?2=185 Ω.R2=185 Ω. The switch ?S has been closed for a long time. At time ?=0,t=0, the switch is opened. What is the current ?b,0Ib,0 in the battery, the current ?2,0I2,0 in resistor ?2,R2, and the current ?L,0IL,0 in the inductor at ?=0.t=0. What is the current ?b,∞Ib,∞ in the battery, the current ?2,∞I2,∞ in resistor ?2,R2, and the current ?L,∞IL,∞ in the inductor after the switch is opened for a long time (i.e., ?=∞).The figure shows an electrical circuit with an ideal source ε1 = 12 [V], a real source ε2 = 9 [V] and r1 = 1 [Ω], eight resistors and two capacitors. Switches A and B areThey are originally open and the charge on the capacitors is zero. If switch A closes (B remains open), determine:a) The currents of the resistors R2 and R5.b) The potential difference between b and c, that is, Vbc. Indicate which point is at the greatest potential.c) The power supplied by the real source ε2.