For the following system
Xc(jΩ) ----- ADC ----- H(ejω) ----- DAC ----- Yc(jΩ)
where Xc(jΩ) and H(ejω) are shown below, with ADC frequency =10 KHz and DAC frequency =10 KHz
We need at least 10 more requests to produce the answer.
0 / 10 have requested this problem solution
The more requests, the faster the answer.
For the following system Xc(jΩ) ----- ADC ----- H(ejω) ----- DAC ----- Yc(jΩ) where Xc(jΩ) and H(ejω) are shown below, with ADC frequency =10 KHz and DAC frequency =10 KHz
A continuous time system H has the frequency response H(jω) = 4π / (4π + jω) . a) Find and plot the magnitude as a function of radial frequency. b) Find and plot the phase as a function of radial frequency. c) Using H(jω), find the output y(t) for the input x(t) = 4cos(4πt) + 4cos(12πt)
Find XC for the following capacitors. In each case, the frequency is 5 KHz. a. C = 10 microFarads b. C = 470 picoFarads
Python Code Question (10 pts) Write a boolean function, islnRect(t,xc,yc,W,H), which returns True if turtle, t, is inside or on the boundary of a rectangle of width, W, and height, H centered at xc,yc & which otherwise returns False. For this question and for the remainder of the test, assume that all rectangles have sides that are horizontal or vertical. 1. y axis (xc,yc) x axis x axis
5. Referencing the following diagram, sketch a block diagram of a closed-loop, computer-controlled system, which includes transducer, transmitter, ADC / DAC, controller, actuator, communication 14.5 Marks final control element. 5. Referencing the following diagram, sketch a block diagram of a closed-loop, computer-controlled system, which includes transducer, transmitter, ADC / DAC, controller, actuator, communication 14.5 Marks final control element.
Question 2 Carol has the following utility function: Uc = (xc)0.6 (4c)0.4 where xc and yc are the quantities of x and y consumed by Carol. Carol's endowments are Tc = 100 and Yc = 100. Assuming the prices of x and y are denoted Px and Py respectively, Carol's budget constraint is given by: 100 (Px + Py) = Px&c + PyYc. (a) State the Lagrangian for Carol's consumer choice problem. (i.e. the Lagrangian used to derive his demand...
Consider a LTI system with impulse response h[n] = u[n]*a^n, where |a| < 1. a) Determine the frequency response of the system. b) Find the magnitude response and the phase response, given a = 1/2. No plots. c) Consider a LTI system whose impulse response h1[n] is a time-shifted version of h[n], i.e., h1[n] = h[n − n0]. Compute the frequency response H1(e^(jΩ)), and represent H1(e^(jΩ)) in terms of H(e^(jΩ)).
Signal And System Build a first order LPF with cut-off frequency at 10 kHz. A simple low pass filter (first order) circuit is shown in Figure 1. V = gain 0.7 (a) RC low Pass Filter Circuit Figure 1 (b) Frequency ResponseCurve show that the impulse response for a first order low-pass filter in Figure 1 is given by 1 H(f) = 1+j295RC The cut-off frequency for a low-pass filter is fcutoff ZRC Generate a rectangular pulse with frequency of...
In an FM system the carrier frequency is 1MHz, the modulating signal at 10 kHz, the maximum deviation is 150 kHz. What is frequency modulation fm?
Find the inverse Fourier Transform of H(jω) shown below: 6(3+j2w) H(W) = (1 + iw)(4 + jw)(2 + jw) Answer: h(t) = (2e-+ 3e-2t – 5e-4t)u(t)
The following is the channel frequency assignment for a 12-channel AM radio system: (c) Channel No Fcy 1240 kHz 1370 kHz 500 kHz 1630 kHz Channel No.Frequency 2280 kHz 2410 kHz 2540 kHz 2670 kHz Channel No. Freqency 1760 kHz 1890 kHz 2020 kHz 2150 kHz 10 2 12 When the AM superheterodyne radio receiver is tuned to Channel 10, in addition to the signal carried on Channel 10, you can also hear a weak signal carried on Channel3 (i)...