Using V = 9 mV, and given the voltage across an inductor L = 10 mH...

 

 

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Using V = 9 mV, and given the voltage across an inductor L = 10 mH as shown in Fig. P6.25, determine the waveform for the inductor current during the time t1 <= t <=t2, where t1 =4 ms and t2-19 ms. Assuming the solution looks like i(t) = X(t-t1)² + y(t-t1) + C, what is the initial condition of the current (the constant, C)? For your answer just put the magnitude of the initial value of the constant and in milliAmps (there should only be a number in your answer). v(t) (mv) Figure P6.25 V- Notes on entering solution: ● t1 ● t2 Pay attention to the interval • Enter your solution to 2 decimal points Only put the constant, ex. 200(t-t1)² +50(t-t1) + 1 is entered as 1 • Do not include units in your answer t (ms) Using V = 9 mV, and given the voltage across an inductor L = 10 mH as shown in Fig. P6.25, determine the waveform for the inductor current during the time t1 <= t <=t2, where t1 =4 ms and t2-19 ms. Assuming the solution looks like i(t) = X(t-t1)² + y(t-t1) + C, what is the initial condition of the current (the constant, C)? For your answer just put the magnitude of the initial value of the constant and in milliAmps (there should only be a number in your answer). v(t) (mv) Figure P6.25 V- Notes on entering solution: ● t1 ● t2 Pay attention to the interval • Enter your solution to 2 decimal points Only put the constant, ex. 200(t-t1)² +50(t-t1) + 1 is entered as 1 • Do not include units in your answer t (ms)