Draw the butterfly structure of 8-point Decimation in Time.
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Draw the butterfly structure of 8-point Decimation in Time.
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- A stringed instrument generates a complex waveform with the following components: 250 Hz with an amplitude of 5 500 Hz with an amplitude of 3 750 Hz with an amplitude of 1 What is the fundamental frequency? What other harmonics are represented? What would be the equation for this waveform? (HINT: the equation only tells us the relationship between the harmonics, and not the actual frequencies represented.) Calculate the amplitude values every 10 degrees and graph the waveform. You are welcome to do this in a spreadsheet if you know how.QUESTION 5 E-05, PC-01. Capacitor can store energy in form of? Current. Electrical charge. Power. QUESTION 6 E-06, PC-03. An Inductor's time constant is given by? LR. O L/R. L2 /R.Problem: In electronics device laboratory, you need to use the function generator to use different types of signals e.g., sinusoidal wave, square waves, sawtooth waves and so on. Imagine you are planning to make an approximate square wave generator from a sinusoidal wave having peak voltage of [three digits before last digit of your ID] mV to use the produced square wave to study the clamper circuit. You can consider any frequency. You need to avoid using any dc power supply to save the energy. Also consider the amplitude of the produced square wave must be greater than the PIV of the diode. 1. Identify which circuit is necessary for making the generator. Illustrate input-output signals with appropriate labeling. 2. Lift the produced square wave above the x axis by the amount of [your last digit of your ID] V explaining appropriate steps. + Sinusoidal PIVTask (3) Al Hussein Technical University You are given the below parallel RLC circuit, answer the following questions showing the detailed steps. 1.5 μF Lis 300 mH 220 V R3 300 2 L2 120 mH 50 Hz 0.5 µF Figure 3: Parallel RLC Circuit a) Total impedance of the circuit b) The voltage and current Phase shifts of the total impedence. c) The voltage across C1 and the current flows through it. d) The voltage across L1 and C2. e) The currents flow through L1, R and L2.Assignment 2: Complex Waveforms - due Jan 24 A stringed instrument generates a complex waveform with the following components: 250 Hz with an amplitude of 5 500 Hz with an amplitude of 3 750 Hz with an amplitude of 1 What is the fundamental frequency? What other harmonics are represented? What would be the equation for this waveform? (Hint: the equation only tells us the relationship between the harmonics, and not the actual frequencies represented.) Calculate the amplitude values every 10 degrees and graph the waveform. You are welcome to do this in a spreadsheet if you know how. Please complete this assignment on graph paper and scan or digitally photograph your work.Electric Field IntegralsDSBSC signal generation using the sum of two sinusoidal signals as an information signA stringed instrument generates a complex waveform with the following components: 250 Hz with an amplitude of 5 Pa 500 Hz with an amplitude of 3 Pa What is the fundamental frequency? What other harmonic is represented? What equation would represent this complex waveform? Calculate the amplitude values every 45° (0°, 45°, 90°, etc.). Plot the resulting points on a graph of degrees vs. pressure, and connect them to see the shape of the complex waveform.a) Using your own words, describe how triangular waveforms are produced from sinusoidal waveforms. b) Write a sinusoidal formula that will produce a triangular waveform. c) Demonstrate your understanding by plotting the formula shown in b using any of the plotting software.The formula above should include a so-called sinc function (sinus cardinalis function).Use any available resource to find a formula that performs interpolation by means of the sinc function, and Explain why it can be useful to do sinc interpolation.The following circuit corresponds to: Time left 0:51:55 Ic(s)→ of 2/s Vc( ) + 2/s O a. a 2F capacitor with an initial voltae v. (0)= 2V a 2F capacitor with an initial voltae v. (0)= 0.5V c a 0.5F capacitor with an initial voltae v. (0 ) = 2V a0.5F capacitor with an initial voltae v. (0 )= 0.5V d. e None of the other answers O Type here to searchCan you generate a square wave using a clipper circuit? How? Draw the circuitSEE MORE QUESTIONS