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Question 6. Half-Wave Rectifier [20 pts] Design a half-wave rectifier circuit, such as below, which can convert a sinusoidal voltage input, Vs = 5 sin⁡(2π100⋅ time ), to an almost constant voltage output. (a) Assuming Von = 0.9 V and R = 100 Ω, calculate C which makes the ripple voltage (Vr) is smaller than 0.1 V. Estimate Vdc, Idc, θc, ΔT, Ipeak , Isurge and PIV of the designed half-wave rectifier. (b) Plot Vs and Vout versus time on the same graph.

Question 6. Half-Wave Rectifier [20 pts] Design a half-wave rectifier circuit, such as below, which can convert a sinusoidal voltage input, Vs = 5 sin⁡(2π100⋅ time ), to an almost constant voltage output. (a) Assuming Von = 0.9 V and R = 100 Ω, calculate C which makes the ripple voltage (Vr) is smaller than 0.1 V. Estimate Vdc, Idc, θc, ΔT, Ipeak , Isurge and PIV of the designed half-wave rectifier. (b) Plot Vs and Vout versus time on the same graph.

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Question 6. Half-Wave Rectifier [20pts] Design a half-wave rectifier circuit, such as below, which can convert a sinusoidal voltage input, V s = 5 sin ⁡ ( 2 π 100 ⋅ time ) , to an almost constant voltage output. (a) Assuming V on = 0.9 V and R = 100 Ω , calculate C which makes the ripple voltage ( V r ) is smaller than 0.1 V . Estimate V d c , I d c , θ c , Δ T , I peak , I surge and PIV of the designed half-wave rectifier. (b) Plot V s and V out versus time on the same graph.

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