Homework Answers
![6 Take laplace Transform of equation given, with initial conditions given a (25+ 25 + 1]xls) = 7+3542) +3 c) 3[3:45 Sxlo) –](http://img.homeworklib.com/questions/90f78760-b0a2-11ea-80b0-438db7aedc46.png?x-oss-process=image/resize,w_560)
Add Answer to:
SYSTEMS
Please be detailed.
6. (10 pts) Consider a system given by 347 + 24 0...
a = 3 signals and systems 1) [10 pts. Let a system be defined as ta...
a = 3
signals and systems
1) [10 pts. Let a system be defined as ta y(t) x(31 - 2a)dt 2a Is this system b) No b) No b) No vii) memoryless? a) Yes viii) Linear? a) Yes ix) Time invariant? a) Yes x) Causal? a) Yes xi) BIBO stable? a) Yes 2) [5 pts. What is the impulse response h(t)? 3) [10 pts.] Let a signal in s domain b) No b) No 2 Y(S) Sa What is the...
control systems problem please help #6 (4 pts.) The unit-ramp response of a system is given...
control systems problem please help
#6 (4 pts.) The unit-ramp response of a system is given as follow, without applying LT find all closed loop poles.
please show steps 4. (25 points) Laplace and LCCDE Systems Consider an LTI system with input-output...
please show steps
4. (25 points) Laplace and LCCDE Systems Consider an LTI system with input-output relation described by the LCCDE: -2y(t) - y0) + 3x(t) + deco (O) = (a) (5 pts) Find the transfer function H(s) and write it in factored form. (b) (5 pt) Sketch the ROC corresponding to H(s) if it is known the system is causal. Mark the poles and zeros. (c) (5 pts) Sketch the ROC corresponding to H(s) if it is known the...
Please help with both, thank you!! Consider a system model given by dt dt What is...
Please help with both, thank you!!
Consider a system model given by dt dt What is the particular solution? Xp(t) = x-2 Xp(t) =1+1 pt)+3 xp(t)-t-2 Consider a system model given by dx(t) dt + x(t)e What is the particular solution? Xp(t)-ter
Please explain in details 2. Consider the cascade of two systems shown in Figure P5.5. System...
Please explain in details
2. Consider the cascade of two systems shown in Figure P5.5. System B is the inverse of system A LT y(t) x0)System Input w(t) SystemOutut Figure P5.5 (a) Suppose the input is t). What is the output w(t)? (b) Suppose the input is some more general signal a(t). What is the output wt) in terms of a(t)?
Please answer all of the questions. 6. Consider three systems with the following input-output relationships: {...
Please
answer all of the questions.
6. Consider three systems with the following input-output relationships: { 0, odd System 1: yn 피[핑], n even System 2: y[nx[n] - 10xr[n + 2] + 3xr[n - 1 System 3: yn x[3n] The interconnection diagram is at follows: y System 3 System System 2 Find the input-output relationship of the interconnected system. State the properties of the system (linear, stable, time invariant, memoryless, and causal)
6. Consider three systems with the following input-output...
4. LTI Systems and Erponential Response. (12 pts) (a) (2 pts) Suppose an LTI system has...
4. LTI Systems and Erponential Response. (12 pts) (a) (2 pts) Suppose an LTI system has input-output relationship y(t) 2r(t+3). What is the transfer function H(jw) of the given system. Show that H(jw)2. Hint: H(jw(tejdt (b) (5 pts) Suppose an LTI system has input-output relationship y(t)2r(t+3) as Problem 4-(a). Find the output y(t) using the complex exponential response method as discussed in lecture for the input r(t) = ej2t + 2 cos2(t). Hint: cos2(0) 1 (20 cos(26) an d 1-ejot...
please help. Note: u(t) is unit-step function Consider the system with the differential equation: dyt) +...
please help.
Note: u(t) is unit-step function Consider the system with the differential equation: dyt) + 2 dy(t) + 2y(t) = dr(t) – r(e) dt2 dt where r(t) is input and y(t) is output. 1. Find the transfer function of the system. Note that transfer function is Laplace transform ratio of input and output under the assumption that all initial conditions are zero. 2. Find the impulse response of the system. 3. Find the unit step response of the system...
1. Consider the system described by: *(t) - 6 m (0) + veu(t): y(t) = 01...
1. Consider the system described by: *(t) - 6 m (0) + veu(t): y(t) = 01 (1) 60 = {1, 1421 a) Find the state transition matrix and the impulse response matrix of the system. b) Determine whether the system is (i) completely state controllable, (ii) differentially control- lable, (iii) instantaneously controllable, (iv) stabilizable at time to = 0. c) Repeat part (b) for to = 1. d) Determine whether the system is (i) observable, (ii) differentially observable, (iii) instanta-...
1. (20 pts) An LTCI system is defined by the equation *0) + 1) + 4y0)...
1. (20 pts) An LTCI system is defined by the equation *0) + 1) + 4y0) = 10) (a) find the characteristic polynomial, characteristic function equation, characteristic root and characteristic modes of this system. (b) Find yo(t), the zero-input component of the responses y(t) for t > 0 with initial conditions yo(0) = 2 and y(0) = -1. 2. (20 pts) Repeat the previous problem if Vt) + 9y(t) = 351) + 2FE) and yo(0) = 0, Y%(0) = 6.
a = 3
signals and systems
1) [10 pts. Let a system be defined as ta y(t) x(31 - 2a)dt 2a Is this system b) No b) No b) No vii) memoryless? a) Yes viii) Linear? a) Yes ix) Time invariant? a) Yes x) Causal? a) Yes xi) BIBO stable? a) Yes 2) [5 pts. What is the impulse response h(t)? 3) [10 pts.] Let a signal in s domain b) No b) No 2 Y(S) Sa What is the...
control systems problem please help
#6 (4 pts.) The unit-ramp response of a system is given as follow, without applying LT find all closed loop poles.
please show steps
4. (25 points) Laplace and LCCDE Systems Consider an LTI system with input-output relation described by the LCCDE: -2y(t) - y0) + 3x(t) + deco (O) = (a) (5 pts) Find the transfer function H(s) and write it in factored form. (b) (5 pt) Sketch the ROC corresponding to H(s) if it is known the system is causal. Mark the poles and zeros. (c) (5 pts) Sketch the ROC corresponding to H(s) if it is known the...
Please help with both, thank you!!
Consider a system model given by dt dt What is the particular solution? Xp(t) = x-2 Xp(t) =1+1 pt)+3 xp(t)-t-2 Consider a system model given by dx(t) dt + x(t)e What is the particular solution? Xp(t)-ter
Please explain in details
2. Consider the cascade of two systems shown in Figure P5.5. System B is the inverse of system A LT y(t) x0)System Input w(t) SystemOutut Figure P5.5 (a) Suppose the input is t). What is the output w(t)? (b) Suppose the input is some more general signal a(t). What is the output wt) in terms of a(t)?
Please
answer all of the questions.
6. Consider three systems with the following input-output relationships: { 0, odd System 1: yn 피[핑], n even System 2: y[nx[n] - 10xr[n + 2] + 3xr[n - 1 System 3: yn x[3n] The interconnection diagram is at follows: y System 3 System System 2 Find the input-output relationship of the interconnected system. State the properties of the system (linear, stable, time invariant, memoryless, and causal)
6. Consider three systems with the following input-output...
4. LTI Systems and Erponential Response. (12 pts) (a) (2 pts) Suppose an LTI system has input-output relationship y(t) 2r(t+3). What is the transfer function H(jw) of the given system. Show that H(jw)2. Hint: H(jw(tejdt (b) (5 pts) Suppose an LTI system has input-output relationship y(t)2r(t+3) as Problem 4-(a). Find the output y(t) using the complex exponential response method as discussed in lecture for the input r(t) = ej2t + 2 cos2(t). Hint: cos2(0) 1 (20 cos(26) an d 1-ejot...
please help.
Note: u(t) is unit-step function Consider the system with the differential equation: dyt) + 2 dy(t) + 2y(t) = dr(t) – r(e) dt2 dt where r(t) is input and y(t) is output. 1. Find the transfer function of the system. Note that transfer function is Laplace transform ratio of input and output under the assumption that all initial conditions are zero. 2. Find the impulse response of the system. 3. Find the unit step response of the system...
1. Consider the system described by: *(t) - 6 m (0) + veu(t): y(t) = 01 (1) 60 = {1, 1421 a) Find the state transition matrix and the impulse response matrix of the system. b) Determine whether the system is (i) completely state controllable, (ii) differentially control- lable, (iii) instantaneously controllable, (iv) stabilizable at time to = 0. c) Repeat part (b) for to = 1. d) Determine whether the system is (i) observable, (ii) differentially observable, (iii) instanta-...
1. (20 pts) An LTCI system is defined by the equation *0) + 1) + 4y0) = 10) (a) find the characteristic polynomial, characteristic function equation, characteristic root and characteristic modes of this system. (b) Find yo(t), the zero-input component of the responses y(t) for t > 0 with initial conditions yo(0) = 2 and y(0) = -1. 2. (20 pts) Repeat the previous problem if Vt) + 9y(t) = 351) + 2FE) and yo(0) = 0, Y%(0) = 6.
Most questions answered within 3 hours.
-
Two point charges of 7.0mL are initially 11.5m apart. What is
the change in potential energy...
asked 22 seconds from now -
It is possible to iterate through an array quickly and easily
using a loop?
asked 3 minutes ago -
Please write as a short answer
You have heartburn and a two hour working session on...
asked 3 minutes ago -
Please solve with excel and mention the excel function.
Thanks
Kevin deposits $10,000 in a savings...
asked 5 minutes ago -
Which Special Journal would the following transaction be
journalized in?
Sold merchandise on account to Customer...
asked 17 minutes ago -
Assuming 100% dissociation, calculate the freezing point (?fTf)
and boiling point (?bTb) of 1.45 ? K3PO4(aq)1.45...
asked 19 minutes ago -
An inflated helium balloon with a volume of 0.35L at
sea level (1.0 atm) was allowed...
asked 22 minutes ago -
Python 3.0 Please
Write a function that takes, as arguments, a binary string, a
list of...
asked 49 minutes ago -
(a) Calculate the momentum of a 2150 kg elephant charging a
hunter at a speed of...
asked 37 minutes ago -
all the following is an example of a fixed cost except: any cost
that changes in...
asked 39 minutes ago -
Briefly describe the changes in pupil diameter that occur with
changes in light intensity or distance...
asked 39 minutes ago -
A small sample from a vial of phenol melts at 39-40 °C. A larger
sample from...
asked 41 minutes ago