The second order linear differential equation representing the momentary charge in the given series RLC the moment the switch is closed is given by the equation below. Determine the proper resistance...


The second order linear differential equation representing the momentary charge in the given series<br>RLC the moment the switch is closed is given by the equation below. Determine the proper<br>resistance value using Secant Method that will dissipate the energy at a specified rate of 1 percent<br>its original value (q/q0 = 0.01) in the timespan t= 0.05s with L = 5H and C = 104 F. Tabulate the<br>results and use a terminating condition of Ea <0.00001.<br>Switch<br>-Rt<br>1<br>[R<br>9t = 90 e 2L_cos<br>t<br>Battery<br>Сараcitor<br>Vo<br>Inductor<br>LC<br>[2L.<br>Resistor<br>

Extracted text: The second order linear differential equation representing the momentary charge in the given series RLC the moment the switch is closed is given by the equation below. Determine the proper resistance value using Secant Method that will dissipate the energy at a specified rate of 1 percent its original value (q/q0 = 0.01) in the timespan t= 0.05s with L = 5H and C = 104 F. Tabulate the results and use a terminating condition of Ea <0.00001. switch="" -rt="" 1="" [r="" 9t="90" e="" 2l_cos="" t="" battery="" сараcitor="" vo="" inductor="" lc="" [2l.="">

Jun 10, 2022
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