Problem 1 100000 Ohms Consider the RC circuit on the right. and suppose that Vs(t) is a time-vary...
Problem 1 100000 Ohms Consider the RC circuit on the right. and suppose that Vs(t) is a time-varying voltage input shown at the bottom VR(t) vC(t) Vs(t) 1 uF a) Suppose VC(0) OV. Plot VR(t) and VC(t) from ms to 300ms. Show your work in obtaining VR(t) and VC(t). b) Suppose the capacitance value is changed to 2μF, and VC(0) 0V. Plot VR(t) and VC(t) from Oms to 300ms. Show your work in obtaining VR(t) and VC(t). Vs(t) 1V c) Explain how VC(t) qualitatively compares with Vs(t), and how VR(t) qualitatively compares with Vs(t) Explain how the capacitance value affects VC(t) SOms100s 150ms 200ms 250ms 300ms -1V d) Note: Capacitors are often used to protect against sudden changes in a voltage value, which could damage electronic components.
Problem 1 100000 Ohms Consider the RC circuit on the right. and suppose that Vs(t) is a time-varying voltage input shown at the bottom VR(t) vC(t) Vs(t) 1 uF a) Suppose VC(0) OV. Plot VR(t) and VC(t) from ms to 300ms. Show your work in obtaining VR(t) and VC(t). b) Suppose the capacitance value is changed to 2μF, and VC(0) 0V. Plot VR(t) and VC(t) from Oms to 300ms. Show your work in obtaining VR(t) and VC(t). Vs(t) 1V c) Explain how VC(t) qualitatively compares with Vs(t), and how VR(t) qualitatively compares with Vs(t) Explain how the capacitance value affects VC(t) SOms100s 150ms 200ms 250ms 300ms -1V d) Note: Capacitors are often used to protect against sudden changes in a voltage value, which could damage electronic components.