блиR1201. For the amplifier below, please answer the following questionswwwR240Vs+R3حششA. Calculate Vs'/VsB. Calculate V1/Vs'C. Calculate V2/V1D. Calculate VL/V2Vcc1 = +/- 12 VV1wwR6R45025 ΩR5750AwwR710 Ω+Vcc2№2wwR8502VLE. What is VL/Vs?F. What is the linear region of Vs due to the first amplifier?G. Decide what Vcc2 given the linear region of Vs (part F) such that the output ofV2 does not saturate.R95Q

Step 1: Step 2: Step 3: Step 4:

Answered: бли R1 20 1. For the amplifier below,…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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b24 Find the rms value for the following waveform over one full cycle. 40(V) -1 cycle - 16 7 8 9 10 11 12 (S) -1
A X₁ RA P₁ X₂ P₂ 2 X3 X L 10 C ХА B RB 22 Z P₁ = 30kN; P₂ = 50kN; w= 10kN/m; L = 6m x₁ = 1m; x₂ = 2m; x3 = 3m; x = 5m Find RA and Rg, and draw SFD and BMD
2 Find frequenciel and mode shapes Ic of the two 9/ian systems, assumiing m=z ton/m (b) d=らm hz 3m E =210000 o kestlat 1 = 80Đ Cnt ca)
XI m m2 ki k2 m =10Kg m2 = 1Kg K = 30N / m K, = 5N / m Consider the system given in the figure The degree of freedom of the system is Choose.. The first natural frequency is (rad/s) The second natural frequency is Choose. 수 Choose.. (rad/s) The third natural frequency is Choose. 수 (rad/s) The fourth natural frequency is (rad/s) Choose..
Q5. For a point at distance 50 m and angle 450 to the axis which of the following statements are correct? Consider an infinite baffled piston of radius 5 cm driven at 2 kHz in air with velocity 10 m/s. You may choose multiple options. a. The constant term is given by 515.03 b. The distance dependent term is given by e-jk50/50 c. The directivity term is given by j1(Ka sin 450)/sin 450 d. There is no time dependent term.
Given a 2-DoF system below ki k. m, with parameters being m1 = 2kg and m2 = 3kg. Determine the higher one of the two natural frequencies wi and w2 in rad/s (w1
QUESTION 1 Consider a 2 DOF system shown below. X1 k₁ m1 F₁ k₂ X2 k3 m₂ F2 The modeshape can be written as (1))] What is x for the second modeshape? Use scientific notation with 3 significant digits and omit units. (eg. -0.123) Let m1 = 2, m2 = 2, k1 = 9, k2 = 8, and k3 = 8.
An experiment was carried out on a SDOF system to estimate the natural frequency and damping. The time history plotted below has the response in centimetres and the time in seconds, as shown in Figure Q10 below. Estimate values for the following and choose the nearest values from the list given below: the damped natural frequency in Hz; the damping ratio using the logarithmic decrement method; and the natural frequency in rad/s. Ju(t) 2.00 AMA 1.00 0.00 0.00 Figure Q10 0.80 1.60 Select one or more: O a. 4.92 b. 0.781 c. 0.625 O d. 0.330 O e. 0.052 2.40 3.20 4.00 t
The following EOMS describe the behavior of an electric motor attached to a torsional spring and damper: [Li + Rz + vb = Vin(t) IÖ = k0b0 + T Importantly, the equations are coupled by the fact that 7 = k₁z and v₂ = k₂0. Here, L, R, kv, I, k, b, and kt are constants. z is the current in the motor, and is the angular displacement of the motor (clearly then, is the motor's angular velocity). Finally, the input to the system is vin (t). Your tasks: A Substituting in the coupling terms (7 = k₁² and v = k„0) into the EOMs, write the state space form of the system x = Ax + Bu, assuming your states are 2₁=2, 22 = 0, and x3 = 0. Clearly identify your matrices. B Assume that the desired outputs of the system (to be measured) are the current z, the angle and the input Vin all as separate elements in the vector y. Write the output equation y = Cx + Du. Hint: D will NOT be zero in this case. Clearly identify your matrices Assume represen angular velocity and 9(s) to
The following EOMS describe the behavior of an electric motor attached to a torsional spring and damper: [Li + Rz + vb = Vin(t) IÖ= k0b0 + T Importantly, the equations are coupled by the fact that 7 = k₁z and v₂ = k₂0. Here, L, R, kv, I, k, b, and kt are constants. z is the current in the motor, and is the angular displacement of the motor (clearly then, is the motor's angular velocity). Finally, the input to the system is vin (t). Your tasks: A Substituting in the coupling terms (7 = ktz and v k0) into the EOMs, write the state space form of the system x = Ax + Bu, assuming your states are x₁ = z, x₂ = 0, and x3 = 0. Clearly identify your matrices. B Assume that the desired outputs of the system (to be measured) are the current z, the angle and the input Vin all as separate elements in the vector y. Write the output equation y = Cx + Du. Hint: D will NOT be zero in this case. Clearly identify your matrices C Assume there is no stiffness to the spring (k = 0). Using w(t) to represent…
Consider the closed loop system with response shown in following figure. What is the 10%-90% rise time of the response? Give your answer in seconds to the nearest third decimal place. Do not enter the units. Amplitude 1.4 1.2 1 0.8 0.6 0.4 0.2 OF 0 A H | ¦¦ H 0.05 H H A H I -14 LA 0.1 A 18 0.15 Time (seconds) 0.2 0.25 t 0.3 0.35
Develop MATLAB code to model Qacm with a fixed outlet temp of T= 870K. Optimizing components

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