please solve it clearly H (2: dictor ti'ng system H2):amelitv de eqvalier H2(z): phose eqvalizer (a ) Find H (2). (o) Find H2). (d) Find the energy of-4n] for ,00=IM. e) Design the phase equeliz...
X= 6 Y=11 Z= 8 solve clearly please, thank you. The system bellow has a mass of m and damping ratio of 0.25. Assume X in N/m and Y in Ns/m. The step force of f(t) = Z (in N) applied to system at t=0, where system originally it at static equilibrium (X Y Z from your ID). A- Find system Natural Frequency. B- Find w(t) if w(0) = 0 and at t=0, the mass m is moved 10cm to...
Could you solve a part. Please please could you please solve i and ii could please clearly and correctly Length of plunger h Magnetie plunger Lossless N-turn coil Magnetic core Figure 2: Figure for Question 3. 3. (60 points) In the magnetic circuit in Figure 2, the moveable plunger of height h noves between two parallel core columns of width d, creating air gaps of lengths gi and 92 as shown (h 9.9 f the plunger position z where 0...
Please solve the following with full steps. 2. Given the following z-transform of the impulse response h [n], of a causal LTI system Ti H1 (z) = (,-1)(z-0.5) (a) Find hin (b) Verify the first three non-zero values of hi[n] using long division. (c) Find the z transform Hs(z) of hs[n]-2"hi[n], and specify the ROC. (d) Find thez transform H4() of han+n -1], and specify the ROC. e) Find the impulse response, hs[n], of the system Ts, which is the...
Problem #1. Topics: Z Transform Find the Z transform of: x[n]=-(0.9 )n-2u-n+5] X(Z) Problem #2. Topics: Filter Design, Effective Time Constant Design a causal 2nd order, normalized, stable Peak Filter centered at fo 1000Hz. Use only two conjugate poles and two zeros at the origin. The system is to be sampled at Fs- 8000Hz. The duration of the transient should be as close as possible to teft 7.5 ms. The transient is assumed to end when the largest pole elevated...
please label answers clearly Assume that a 2 x 2 matrix A has eigenpairs X ati, a -1, B 5, Problem 8V Problem 9 Problem 10... Problem 11 Problem 12 V-atbi, a = uz = Let the function x be the solution of the differential system x = Ax given by x(t) = (velit + v. e). Write this solution in terms of real valued fundamental solutions, draw its phase portrait, and then answer the questions below (a) Find the...
Derive expressions for a Fermi gas in 2-D box of area A for the following: (a) The Fermi energy aSEF-n2/(4πm) (N/A). (b) The T-O energy as U-1/2 N EF (c) Density of states g(e) N/EF (d) Solve N-J g(ε) nFD(ε)de (where the integral goes from 0 to 00) for the chemical potential, μ(T), and show that the chemical potential recovers kT>XE (classical) and kT<< ε,degenerate Fermi gas) limits. Derive expressions for a Fermi gas in 2-D box of area A...
please show all work clearly Problem 2 F 490 mm E A D Z L 240 mm х L = 426 mm h = 186 mm Tension at DF = 103 N Determine the moment of the tension of the rope applied at D about the axis AE. Answer:
Due by 12:00 noon, today 05/12/20. : CU{co} → Problem 1. Consider the Möbius transformation CU{o} defined by S(z) = 171 (i) Compute f(1), f(), f(-1), f(-i). (ii) Show that for 2 = ei, where 0 ER, f(x) is real or oo, that is f(el) E RU{0} (iii) Let D = {z zz < 1} denote the open unit disc and H = {z | Im(2) >0} denote the upper half plane. Show that f takes D onto H. (iv)...
PLEASE ONLY SOLVE THE LAST WHICH ARE d and e FOR ME. THANKS! P4, A clock keeps time using the periodic motion of a simple pendulum. The pendulum consists of a string of length L and a bob of mass m 5.00kg attached to the end of the string. The pendulum has a period T-1.00s. The initial angle o(o) at 0 is equal to 0.175 rad. The bob is released from rest (ie. do at 0.The angle O between the...
1. The angular displacement e(t) of an undamped pendulum of length l swinging in a vertical plane under the influence of gravity can be modelled with the nonlinear second order ODE 0"(t) + "$(0(e) – Pef) = = 0, (1) where w2 = { (a) Re-write equation (1) as a system of first-order ODEs by defining (1 = 0(t) and 02 = 't). (b) Find the nullclines and equilibrium points for the system of first-order ODEs. (c) The first order...