system of differential
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DIFFERENTIAL EQUATIONS
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- Considering that the power loss of a resistor is RI^2 and the information in the manual’s background section, derive an expression for the energy lost through Joule heating in a resistor when a capacitor completely discharges.Q-1: Give brief answer to the following: (Answer Ten only)1) what is the potential transformer used for in power substation?2) what is process leads to lowering the number of free electrons?3) what is The Townsend’s Criterion4) why Sulphur Hexafluorid has good insulation strength?5) What is Intrinsic Breakdown6) why do bubbles lead to breakdown of liquid?7) how to decease the ripple voltage of cockroft-walton voltage multiplier circuit8) how much the maximum charging current of A Van de Graaff generator has a beltwidth 1 m, a belt speed of 4 m/s, and charge density of 10 c/m29) Why does need for Reactive Power Compensation in test transformer?10) The output voltage of series resonant circuit is given by the formula _________11) what is impulse voltage and what is its standard wave shape?12) Which advice can measure impulse voltage?Differential equation electrical circuit please answer asappp. For Part c mention the units the answer is in
- show your solutionnnnnnnnA resistance and inductance are connected in series in a circuit containing an impressed voltage of 100V. The differential equation of E = Ri + Ldi/dt. Find the current when t=0.02s if R = 10 ohms and L = 2 henry.Use the differential equation for electric circuits given by L (dI/ dt) + RI + E. In this equation, I is the current, R is the resistance, L is the inductance, and E is the electromotive force (voltage). Solve the differential equation for the current given a constant voltage E0.
- RESEARCH TITLE IDEAS FOR ELECTRICAL ENGINEERING THAT STILL UNSOLVEA circuit powered by a 20V DC supply has a 50kΩ resistor and 20 μ Capacitor connected in series. For this circuit determine the:a. Initial value of the current flowing? b. The time constant of the circuit? c. The value of current after 1 second of connection? d. The value of capacitor voltage 2 seconds after the connection?The diagram shows a simple electric circuit consisting of a power source, a resistor, and an inductor. A model of the current I, in amperes (A), at time t is given by the first-order differential equation as attached. where E(t) is the voltage (V) produced by the power source, R is the resistance, in ohms (Ω), and L is the inductance, in henrys (H). Suppose the electric circuit consists of a 24-V power source, a 12-Ω resistor, and a 4-H inductor. (a) Sketch a slope field for the differential equation. (b) What is the limiting value of the current? Explain