Write the differential equations for the circuit in Figure. L₁ u(t) R₁ C2 20 2 42
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- Solve this step by stepThe circuit in figure 1 is operating in the sinusoidal steady state. Find the steady state response Vx(1) C1 HH 2uF Icos(25001) A R2 2000 R1: 2000 Figure 1The capacitor in the figure is initially uncharged and the switch is at position c and not connected to either side of the circuit. At t = 0, the switch is flipped to position a for 20 ms, then flipped to position b for 10 ms, flipped back to position a for 20 ms again, and finally flipped to position c. Find the graph of the current through and the voltage across the capacitor as functions of time. Please draw out the graphs and label the points thank you!
- Energy harvesting is the process by which energy is acquired from existing energy sources. In an energy harvesting project a magnetic field is to be generated using an alternating voltage source. An induction coil is to be placed at a suitable distance from the electromagnet in the magnetic field to power a lightbulb. you are required to design the electromagnet and the harvester induction circuits. For the electromagnetic circuit, you have been supplied with with a sinusoidal voltage source, A current limiting resistor of 50 ohms and a copper rod. For the harvester circuit, you have been supplied with a light bulb and an induction coil. For a lit bulb the maximum allowed current is 0.2 A. When the bulb is on its internal resistance can be considered as a resistor of 15 ohms. The induction coil has a cross-sectional area of 1 cm² and 15 turns of wire. Determine the maximum AC voltage amplitude required in the electromagnet circuit to light the bulb if the induction coil is placed 1 cm…Figure below shows a series RL circuit with an applied voltage, Obtain a differential equation giving the current i at time t. Solve the differential equation for the initial condition when t=0 and i=0Consider an LR circuit with a resistor and capacitor. The resistor has a resistance of 10.5 ohms and the capacitor has a capacitance of 65mH. The circuit is connected to a 15 V battery and a switch. Find the current in the circuit 3.5 ms after the switch is closed.
- In the figure you have a RL circuit with direct current. All resistors have resistance 30.0 , the inductors is 3.0 H. The battery provides a voltage of 840.0 V. At t=0 close the switch. At that instant, what are a) the current in the resistor R1? b) the current in the resistor R3? c) the voltage at the inductor L? +1 V m R1 switch M R2 A A V www R3For function f(t) = 5 sin(2t) show analytically & graphically the function form subject to shift upwards by 5 units shift in time domain by 5 units left. Please answer in typing format and draw diagram on paper and cleanHi im struggling to understand how you would sketch DC component Va and AC component va for the following questions. Could you show me how on both questions so i understand how to do it on different scenarios. thank you.Also is there like a universal formula i can use as every graph is not the same. Also can u show how to identify the period of each graph.
- For the circuit shown, determine the steady state voltage across each capacitor and the energy 12MF capacitor. stored in the 40V + 1 C₁=6uF t HG C₁₂=4MF - C₁=8MFT C₁1-12 MFcan you do 5 please elec eng maths helpA charged capacitor of C-46.0 µF is connected to a resistor of R-2.8 M2 as shown in the figure. The switch S is closed at time 1-0. Find the time (in seconde) sakes the current to fall to 0.25 of its initial value. R www