Write a algorithm for 2-D steady state heat transfer where all walls are subjected to Diritchlet Boundary conditior East wall = 100 dc South Wall = 150 dc
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- For the given Full-Wave Bridge Rectifier circuit below with capacitor filter, it produces a ripple voltage waveform shown. If V2 is given as 18 volts and V1 is given as 6 volts, compute for the ripple peak-to-peak voltage, dc voltage and ripple factor. If the load resistance has a value of 2 kiloohms, how much should be the dc current?. compute for the peak output voltage at the output of the rectifier. If silicon diodes are used, what is the value of the secondary peak voltage?. If N1 is given as 1400 and N2 is given as 600, compute for the primary peak voltage. D1 D2 D3 D4 v(Volts) v2 (seconds)The em.f. of a primary cell is x V, when it is shorted then it gives a current of y A. Calculate internal resistance! of primary cell. Take the x and y from user in java programming language4. Consider the series RLC circuit in Homework 7, Question 2. The component values are R = 1 ohms, inductance = 0.3 henries, and capacitance C = 0.6 farads. Enter w (double-u) for w (omega). x(t) L C (a) Find the frequency response function H(w) Y(w) = X(w) H(w) = (b) Find the positive linear frequency fo = wo in Hz at which |H(w) = 1. This is the resonant frequency or the center frequency of the bandpass filter. fo = (c) Find the two positive frequencies f₁₁ = 1 and (fcı < fœ₂) in Hz, at which |H(w)| = fc2 = These are the half-power frequencies of the bandpass filter. fc₁ = fc₂ = R www y(t)
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