Analyze the draw shown below, and determine the Real (X) and Imaginary (Y) equation for Position ...
c) A system can be modeled by using differential equation, di +5 di = 2v, where y and i are input and output for the system, i determine the transfer function for the system. [2 marks] ii. if the system input used is as shown in the Figure 2 (e), determine the time response for the system. [3 marks 0.5 Figure 2(c) d) The open loop pole-zero plot of a unity feedback control system is shown in Figure 2(d). Draw...
Two-position analytical synthesis is used to design a fourbar linkage to move a line in coupler link in two positions (P1 and P2) shown on next page. (a) Write the vector loop equation(s) for the left and right dyads (do not expand them). (b) For the left dyad, specify all variables and show prescribed variables. How many free variables are for the left dyad and why? (c) By solving the left dyad, Wix and Wiy are obtained as Wix =-0.36...
c) An excitation signal x(t) of frequency contents shown below is input to the communication system shown below Find and draw the output signal y(t) or Y(). # if the draw using MATLAB with the code will be better c) An excitation signal x(t) of frequency contents shown below X(@) 2W 2W is input to the communication system shown below e(t) v(t) 0 -3w 3w cos(5wt) coe(3wt) Find and draw the output signal ) or Y(a). c) An excitation signal...
Question 2 (a) The vertical position, x(f), of the grinding wheel shown in Figure 3 is controlled by a closed-loop system. The input to the system is the desired depth of grind, and the output is the actual depth of grind. The difference between the desired depth and the actual depth drives the motor, resulting in a force applied to the work. This force results in a feed velocity for the grinding wheel x-axis servo motor y-axis servo motor x(t)...
c, To the circle shown below draw lines of sight from position x to the edges of the circle. Measure the apparent angular size of the circle at position X and reco below. Repeat for position Y apparent angular size at X apparent angular size at Y d. What are two reasons that a celestial ob- ject may have a large apparent angular size? e. Because the sun and moon have the same apparent angular size, we are occasionally able...
Please answer Question 1, parts (a) to (f) uestion 1: Stabiility of QUBE-Servo Models (a) Consider the QUBE-servo voltage-to-speed plant model Equation shown below. Determine the stability of this plant model from its pole position. Explain clearly why Kt SRmJeq KtKm Gp(s) - KtKmSRmJe KtKm SRmJeq SRmJeq KtKm (b) Consider the same QUBE-servo voltage-to-speed plant model in (a). Now, let it be subjected to a step input. Determine the stability of this open-looped speed system. i.e, the system (speed) output...
Starting from first principles Draw free body diagram for the system shown. Show that the equation of motion is: +y -am Mt) - Y sin er K Base
Question ) a) For the composite area shown, determine the position of the centroid, (x,y) options: a) none of these are correct. b) (0,0) c) (4.8, 2.6) m d) (9, 4.5) m e) (2.6, 4.8) m b) For the triangular shape shown, locate the horizontal position of the centroid, x. Question 17 options: a) b/2 b) h/2 c) 2h/3 d) h/3 e) b/3 c) For the triangular shape shown, locate the vertical position of the centroid, y. options: a) b/3...
First, verify that y(x) satisfies the given differential equation. Then, determine a value of the constant C so that y(x) satisfies the given initial condition. Use a computer or graphing calculator to sketch several typical solutions of the given differential equation, and highlight the one that satisfies the given initial condition. y' =y+3; y(x) = CeX-3; y(0) = 8 What step should you take to verify that the function is a solution to the given differential equation? O A. Differentiate...
Q4. Consider the 1D infinite square-well potential shown in the figure below. V(x) O0 Position (a) State the time-independent Schrödinger equation within the region 0<x<L for a particle with positive energy E 2 marks] (b) The wavefunction for 0<x< L can be written in the general form y(x) = Asin kx + B cos kx. Show that the normalised wavefunction for the 1D infinite potential well becomes 2sn'n? ?snT/where ( "1,2,3 ! where ( n = 1,2,5, ). [4 marks]...