4) In the circuit of Figure Q.4, V(t) is a constant input of 2V, starting at t = 0. Calculate values of R and C for V.(t) to be a ramp with a slope of - 0.5 V/ms, while the capacitor current, ic(t), is a constant value current of 15 mA (i.e., ic(t)=15 mA). Assuming that the capacitor C is initially discharged, V.(t=0) = 0V, and that the saturated values of Vo(t) are ±Vsat = ±15V, draw a sketch of Vo(t) indicating the time when the output reaches the saturation level. i-(t) R V(). V.(t) Figure C4
4) In the circuit of Figure Q.4, V(t) is a constant input of 2V, starting at t = 0. Calculate values of R and C for V.(t) to be a ramp with a slope of - 0.5 V/ms, while the capacitor current, ic(t), is a constant value current of 15 mA (i.e., ic(t)=15 mA). Assuming that the capacitor C is initially discharged, V.(t=0) = 0V, and that the saturated values of Vo(t) are ±Vsat = ±15V, draw a sketch of Vo(t) indicating the time when the output reaches the saturation level. i-(t) R V(). V.(t) Figure C4
Introductory Circuit Analysis (13th Edition)
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In the circuit of Figure Q.4, Vi(t) is a constant input of 2V, starting at t = 0. Calculate values
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of R and C for V.(t) to be a ramp with a slope of - 0.5 V/ms, while the capacitor current,
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ic(t), is a constant value current of 15 mA (i.e., ic(t)=15 mA). Assuming that the capacitor C
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is initially discharged, V.(t=0) = 0V, and that the saturated values of Vo(t) are ±Vsat
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±15V, draw a sketch of V.(t) indicating the time when the output reaches the saturation
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