Consider the simple RL circuit of Figure P6-18 with a dc input $V_s$ applied at $t = 0$ and an unfluxed inductor. This circuit was analyzed in Chapter 4 using the first-order inspection method. Solve for the current $i(t)$ and inductor voltage $v_L(t)$ using the Laplace transform methods of this chapter.
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The first method is the definition of the Laplace transform. The Laplace transform of a function f(t) is defined as the integral of f(t) multiplied by e^(-st), where s is a complex number. This method involves directly applying the definition and evaluating the Show more…
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