- 3 5 Draw The Norton Equivalent Of The Two Pole The Powers Of Which Were Asked In The Previous Point Find The Paramete 1 (32.3 KiB) Viewed 18 times
- 3 5 Draw The Norton Equivalent Of The Two Pole The Powers Of Which Were Asked In The Previous Point Find The Paramete 2 (47.81 KiB) Viewed 18 times
- 3 5 Draw The Norton Equivalent Of The Two Pole The Powers Of Which Were Asked In The Previous Point Find The Paramete 3 (181.37 KiB) Viewed 18 times
3.5 # Draw the Norton equivalent of the two-pole the powers of which were asked in the previous point. Find the parameters of this equivalent. If it does not exist, find the other equivalent.
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3.1 The excitation of the network is the voltage of the voltage-source, while the response is the indicated i current. Give the expression of the transfer characteristic of the system (as a quotient of jw polynomials). (1.5 points) 3.2 Sketch the Bode-plot and the Nyquist-plot of the transfer characteristic of the system. (The plots can be applied if the value of the amplitude-, and phase-characteristics belonging to any angular frequency can be read from the figure.) Show the transfer characteristic vector belonging to the angular frequency of 3.3. on the Nyquist-plot, and give the values of the amplitude-, and phase-characteristics read from both plots. (1.5 points) 3.3 Calculate the peak value and the initial phase of the response, and find the time-function of the response if the excitation is: (1 point) A, cos(1,3wt + 50°) 3.4 Find the average and the reactive powers of the two-pole noted in the figure and connected to the response (marked by continuous line), and calculate the power-factor. (1 point) 3.5 # Draw the Norton equivalent of the two-pole the powers of which were asked in the previous point. Find the parameters of this equivalent. If it does not exist, find the other equivalent. 3