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SECTION 1.8—APPLICATIONS 1.42 The unit delay element is shown in Figure 1.63a. Determine the input-output relation...
Consider the system simulation diagram of Figure 1. This figure shows a simulation diagram form used in the area of automatic control where x[n] is the input, y[n] is the output, and D is the unit shi...
Consider the system simulation diagram of Figure 1. This figure
shows a simulation diagram form used in the area of automatic
control where x[n] is the input, y[n] is the output, and D is the
unit shift (or delay) operator.
1. Suppose x[n] = 0.8 nµ[n] and assuming zero initial conditions
(i.e y[−1] = y[−2] = 0), write a MATLAB program that solves for
y[n], 0 ≤ n ≤ 10. Plot both the input signal x[n] and the output
signal...
For the circuit in Figure 1, determine the output voltage eo in relation to the input e 10.0 20.0...
For the circuit in Figure 1, determine the output voltage eo in relation to the input e 10.0 20.0 50.0 100.0 200.0 500.0 1,000.0 2,000.0 5,000.0 10,000.0 1.00 1.00 0.97 0.92 0.71 0.37 0.21 0.10 0.04 0.02 Figure 1 The above table was obtained for a 1.0-volt sine-wane input. Find the value of the resistor R if the capacitance C0.033uF in the RC filter
For the circuit in Figure 1, determine the output voltage eo in relation to the input...
A cascaded system that consists of an LTI system and a delay system is shown in...
A cascaded system that consists of an LTI system and a delay system is shown in Figure Q4(b). The input signal X(t) and impulse response of the LTI system, h(t) are given as the following: x(t) = 6-2&u(t) h(t) = e-fu(t) Determine: The Fourier transform of y(t). (3 marks) The Fourier transform of z(t). (3 marks) A basic modulator circuit is shown in Figure Q4(c). Modulation is a multiplication between input signal, m(t), and a carrier signal, c(t). The process...
4. When the closed-loop system shown is subjected to a unit-step input, the system output responds...
4. When the closed-loop system shown is subjected to a unit-step input, the system output responds as shown in the Figure below. Determine the values of K and T from the response curve. 0.254 (seconds)
5. A DT system having input x[n] and output yIn] is described by the difference equation...
5. A DT system having input x[n] and output yIn] is described by the difference equation J?nJ 0.8 IJln 2] x[n]-0.75x(n-l]. Assuming that x[n]-n(0.75)" u[n], use transfomn methods to determine the output y[n]. The property of DTFTs glnl Lm?G(e'?) then > / G(er) should help in obtaining the DTFT of the input. (20 pts.) ds2
Hi,i need the step for this question..thanks A figure 1 below, show a multiple-input single-output (MISO)...
Hi,i need the step for this question..thanks
A figure 1 below, show a multiple-input single-output (MISO) sampling system sampling period, T - 15. Determine whether the signal y(t) belongs to the system classifications below against the input signals x (t) and x (t). X(t) = X(t)- y(t) - Sampling Block, Ts y[n] Multiplier Block Sampling System Figure 1 Given that: Input signal x (t) = 2sin (0.5t) Input signal x (t) = 2u(t) Intermediate output signal y(t) = x (t)x(t)...
Q2 (a) Given the signal x(t) and system h(t) as presented in Figure Q2(a). Determine the...
Q2 (a) Given the signal x(t) and system h(t) as presented in Figure Q2(a). Determine the output y(t) using the graphical representation of convolution integral. (7 marks) x(1) h(t) 1 e-'u(t) e-2 (1) 0 Figure Q2(a) Q2 (b) Consider a system as shown in Figure Q2(b). t2 - 1 x(t) y(t) Advance by 1 second Х Figure Q2(b) Find the input-output relation between x(t) and y(t). (i) (1 mark) Examine whether the system is time variant or time invariant. (5...
(2) Consider the causal discrete-time LTI system with an input r (n) and an output y(n)...
(2) Consider the causal discrete-time LTI system with an input r (n) and an output y(n) as shown in Figure 1, where K 6 (constant), system #1 is described by its impulse response: h(n) = -36(n) + 0.48(n- 1)+8.26(n-2), and system # 2 has the difference equation given by: y(n)+0.1y(n-1)+0.3y(n-2)- 2a(n). (a) Determine the corresponding difference equation of the system #1. Hence, write its fre- quency response. (b) Find the frequency response of system #2. 1 system #1 system #2...
for the plot, provide the matlab code. 3. Let the input signal x[n] (defined for -<n...
for the plot, provide the matlab code.
3. Let the input signal x[n] (defined for -<n < oo) to the system be x[n] = 3 cos( 0.05πn) + 4 cos( 0.45πn) + cos( 0.95 n) and the transfer function be 1-re-je a) Plot this signal as a function of n. b) Determine and plot the output y[n] produced by the system due to the input analyzed in part a) of this problem. Do this first with r 0.05 and then...
please answer all parts. 4.30 In the SMD system shown in Fig. P4.30, vx(t) is the input velocity of the platform and vy(t) is the output velocity of the 100 kg mass. v(t) 100 kg Ns 100 100 S 100...
please answer all parts.
4.30 In the SMD system shown in Fig. P4.30, vx(t) is the input velocity of the platform and vy(t) is the output velocity of the 100 kg mass. v(t) 100 kg Ns 100 100 S 100 kg 100 N Sv() 100 Figure P4.30: SMD system of Problem 4.30. APPLICATIONS OF THE LAPLACE TRANSFORM PTER 4 (a) Draw the equivalent s-domain circuit. (c) Determine the frequency response. Hint: Use two node equations.
4.30 In the SMD system...
Consider the system simulation diagram of Figure 1. This figure
shows a simulation diagram form used in the area of automatic
control where x[n] is the input, y[n] is the output, and D is the
unit shift (or delay) operator.
1. Suppose x[n] = 0.8 nµ[n] and assuming zero initial conditions
(i.e y[−1] = y[−2] = 0), write a MATLAB program that solves for
y[n], 0 ≤ n ≤ 10. Plot both the input signal x[n] and the output
signal...
For the circuit in Figure 1, determine the output voltage eo in relation to the input e 10.0 20.0 50.0 100.0 200.0 500.0 1,000.0 2,000.0 5,000.0 10,000.0 1.00 1.00 0.97 0.92 0.71 0.37 0.21 0.10 0.04 0.02 Figure 1 The above table was obtained for a 1.0-volt sine-wane input. Find the value of the resistor R if the capacitance C0.033uF in the RC filter
For the circuit in Figure 1, determine the output voltage eo in relation to the input...
A cascaded system that consists of an LTI system and a delay system is shown in Figure Q4(b). The input signal X(t) and impulse response of the LTI system, h(t) are given as the following: x(t) = 6-2&u(t) h(t) = e-fu(t) Determine: The Fourier transform of y(t). (3 marks) The Fourier transform of z(t). (3 marks) A basic modulator circuit is shown in Figure Q4(c). Modulation is a multiplication between input signal, m(t), and a carrier signal, c(t). The process...
4. When the closed-loop system shown is subjected to a unit-step input, the system output responds as shown in the Figure below. Determine the values of K and T from the response curve. 0.254 (seconds)
5. A DT system having input x[n] and output yIn] is described by the difference equation J?nJ 0.8 IJln 2] x[n]-0.75x(n-l]. Assuming that x[n]-n(0.75)" u[n], use transfomn methods to determine the output y[n]. The property of DTFTs glnl Lm?G(e'?) then > / G(er) should help in obtaining the DTFT of the input. (20 pts.) ds2
Hi,i need the step for this question..thanks
A figure 1 below, show a multiple-input single-output (MISO) sampling system sampling period, T - 15. Determine whether the signal y(t) belongs to the system classifications below against the input signals x (t) and x (t). X(t) = X(t)- y(t) - Sampling Block, Ts y[n] Multiplier Block Sampling System Figure 1 Given that: Input signal x (t) = 2sin (0.5t) Input signal x (t) = 2u(t) Intermediate output signal y(t) = x (t)x(t)...
Q2 (a) Given the signal x(t) and system h(t) as presented in Figure Q2(a). Determine the output y(t) using the graphical representation of convolution integral. (7 marks) x(1) h(t) 1 e-'u(t) e-2 (1) 0 Figure Q2(a) Q2 (b) Consider a system as shown in Figure Q2(b). t2 - 1 x(t) y(t) Advance by 1 second Х Figure Q2(b) Find the input-output relation between x(t) and y(t). (i) (1 mark) Examine whether the system is time variant or time invariant. (5...
(2) Consider the causal discrete-time LTI system with an input r (n) and an output y(n) as shown in Figure 1, where K 6 (constant), system #1 is described by its impulse response: h(n) = -36(n) + 0.48(n- 1)+8.26(n-2), and system # 2 has the difference equation given by: y(n)+0.1y(n-1)+0.3y(n-2)- 2a(n). (a) Determine the corresponding difference equation of the system #1. Hence, write its fre- quency response. (b) Find the frequency response of system #2. 1 system #1 system #2...
for the plot, provide the matlab code.
3. Let the input signal x[n] (defined for -<n < oo) to the system be x[n] = 3 cos( 0.05πn) + 4 cos( 0.45πn) + cos( 0.95 n) and the transfer function be 1-re-je a) Plot this signal as a function of n. b) Determine and plot the output y[n] produced by the system due to the input analyzed in part a) of this problem. Do this first with r 0.05 and then...
please answer all parts.
4.30 In the SMD system shown in Fig. P4.30, vx(t) is the input velocity of the platform and vy(t) is the output velocity of the 100 kg mass. v(t) 100 kg Ns 100 100 S 100 kg 100 N Sv() 100 Figure P4.30: SMD system of Problem 4.30. APPLICATIONS OF THE LAPLACE TRANSFORM PTER 4 (a) Draw the equivalent s-domain circuit. (c) Determine the frequency response. Hint: Use two node equations.
4.30 In the SMD system...
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