Filter if input is the train of polar pulses presented below. Determine the output of matched fil...
Consider a matched filter receiver for a binary communication system where a binary '1' is represented by a pulse s() as shown below and a binary 0' is represented by st Consider the case when there is no noise, i.e, n(t)0 1. Determine and sketch the output s,() of the matched filter due to the input s(1) and - s(t), respectively 2. What is the sample value of so( atT where T is the pulse duration? 3. Why is it...
45(f) s(t0) Determine the impulse response of the filter matched to the pulse shape shown in the accompanying figure. Assume that the filter is designed to maximize the output SNR at time3to Sketch the output of the matched filter designed in part (a) when the signal s(t) is at the input. (a) to 3to 0 (b)
2. For the epicyclic gear train shown determine the output speed, 114 when the input speed ni2= 600 rpm. 104T T3 52T 35T 4 2 17T
Find the new weight using pack propagation when the net show below is presented the input pattern (-1 1 -1) and the desired output is _1 using learning rate 0.1and tan sigmoid activation function the bias is set to 1 moment rate is 0.5 Find the new weights using back-propagation when the net shown below is presented the input pattern (-11-1) and the desired output is -1. Use a learning rate of 0.1 and tan-sigmoid activation function. The bias is...
We have a filter and the bode diagram is shown as below figure. The input signal is shown as below figure, What will be the output signal in steady state? Bode Diagram 0 -10 Magnitude (dB) -20 -30 -48 Phase (deg) 45 -90 10-2 10-1 100 101 102 Frequency (Hz) - Input 0.5 MT Voltage(V) -0.5 0.05 0.1 0.15 0.2 0.3 0.35 0.4 0.45 0.5 0.25 Time(s) Input Output 0.5 0 -0.5 -1 9.5 9.55 9.6 9.65 9.7 9.8 9.85...
+00 k-00 The signal z(t) received by a binary communication system can be expressed as z(t) = axpe(t – kT)+w(t) where ax = £1, an equally likely and independent binary sequence, and w(t) is white Gaussian noise with spectral density S(f)= N, /2. The pulse shape pe(t) is as shown below. a) Write down and sketch the noncausal matched filter impulse response. b) Without making any calculation, make a sketch of the expected filter output wave shape when the input...
(a) x(t) undergoes impulse train sampling through the following system below: x(t) 20 n=-00 3 i. (5 pts) What is the sampling frequency w used by this system? What is the equation for the output Fourier Transform X,(jw) in terms of X(jw)? ii. (5 pts) Using your equation from (i), sketch the output spectrum X, (jw) vs. w. Make sure to label all critical points iii. (5 pts) Using your sketch from (ii), determine if there is aliasing or not....
3. a. For the filter below, find the output y[n] given the input x[n] 1+ sin(3Tn/8+T/4) H(el 0 2n-5m 19m 3 12 IT
a.b. c. d. An FIR filter has the transfer function: If the following input sequence is entered into this filter: This will result in the output y[n] In the blank space provided, enter the length of the output sequence yin). Give a numerical answer for this. N, Determine the transfer function of the filter whose z-plane is given below. 0.5 -0.5 0.5 0.5 1.5 Real Part Enter the filter coefficient into the blank spaces below H(z) -2 An FIR filter...
1. Determine for items listed below for this flip-flop circuit. a) Determine for input, output and state variables b) Determine the excitation and next state equation c) Determine the output equation d) Draw the state table e) Draw the state diagram PR F2 D a CLK Fa 0 CL PR D HD PCLK a FI CLOCK