40 ΚΩ w Vi 10 ΚΩ Σ 0.25 µF P13.49e_7ed Find the s domain transfer function H(s) = Vo/V, for this circuit. Ο H(s) = Check /(s+ + Vp 0.25 μF 0.25 μF HE 100 ΚΩ 200 ΚΩ 200 ΚΩ 4 V -4 V 0.5u(t) V 0.5 μF Vo P13.48_7ed Given: No energy is stored in this circuit for t < 0 and you can assume the OpAmp is ideal. a) Fort > 0, Redraw this circuit in the frequency domain and find the Laplace form of the voltage vo(t). V₁(s) = 3 b) Find the inverse transform to find the time domain vo(t). Vo(t) = u(t) V c) Calculate how long in ms (milli sec) until the opamp saturates. Check saturation ms (milli sec) 2 ΚΩ w + + Vi 250 mH Vo P13.49c_7ed Find the s domain transfer function H(s) = Vo/V; for this circuit. H(s) = s/ (s + 0' Check 8 nF HE 5 ΚΩ w 25 ΚΩ w 6 V 80 Ω + w -6V 08 1+ 10 mH * Σ15 15 ΚΩ P13.78_7ed and P13.77_10ed You may assume the opamp is ideal. a) Find the s domain transfer function H(s) = V/V for this circuit. H(s) = s* (s + /[(s+5,000) * (s + g b) Find the time domain v(t) if v(t) = 600 u(t) mV (milli V). g vo(t)= [ -5,000t e + exp t)] u(t) V c) Find the steady-state express for v(t) if (t) = 2 cos (10,000 t) V. Vo(t) steady-state = [ Check COS t+ °] u(t) V