. 8) Use Summing, amplifiers, inverting amplifics and differentiators to simulate the differential equation © 15y...
Sum inv and differentiators to simulate the differential equation = x - 3x X(t) is the input, you) Bs the output. Label circuit components with appropriate values.
7.) In the in the cascaded summing / inverting / noninverting operational amplifier circuit shown in Figure 7, find the output AC signal voltages V1 V2 V3 and Vo. The values of input AC signal voltages Vsi, Vs2 and V sa are -0.25 V, 0.40 V and 0.80 V, respectively. (160 pts) V1 = V2 = Vos V3 = vatior Bom Differential ations 2010 - 40kr End of her Four $ 231 Tigue ? or Arp Cirenit , take have...
Problem B: Given the following non-homogenous differential equation, build a circuit using a minimum number of operational amplifiers to simulate its forced response: y + 4y + 3y = Sinot Show all design details, and also label the output of every operational amplifier.
A piezoelectric pressure transducer is equipped with a charge amplifier that generates analog voltage signals on the output. For further processing of these signals, an engineer is tasked to design an active, inverting, low-pass, 1st-order RC filter. The filter should have a cutoff frequency 6 kHz and a static sensitivity 5.5. The engineer can use only the following components: type-741 operational amplifiers, resistors of any values, and 0.5-microfarad capacitors. (a) Draw the circuit diagram of the active, inverting, low-pass, 1st-order...
Mainly Need 7,8,9
This homework deals with applications of concepts related to Bode plots of transfer functions. + y(t) - 1. For the circuit shown, the voltage source x(t) is the input and +c the voltage y(t) across the inductors the output. Write the differential equation of the circuit relating the input and the output without assigning numerical values to the circuit elements. 7. For the circuit of Prob. 1, assume that the output y(t) is the voltage across the...
Verify by substitution that the given function is a solution of the given differential equation. Note that any primes denote derivatives with respect to x. y' = 4x3y = x + 6 What step should you take to verify that the function is a solution to the given differential equation? O O O O A. Substitute the given function into the differential equation, B . Integrate the function and substitute into the differential equation C . Determine the first and...
For the given RC circuit shown below, ys the output, and ut) is the input. Values of the components are marked on schematic i) Derive the system differential equation and transfer function Y(s)/U(s) ii) Choose voltage across capacitors as states and derive the state equations and state matrices (A, B, C,and D). iii) Validate the states by deriving the transfer function from state matrices. iv) Choose a different set of states and derive a different state equation and state Matrix...
Problem # 1 For each system Derive the differential equation which describes the system. Use Laplace Trans form to find the Transfer Function. Specify the number of the Poles and Zeros and the value of the Gain. Determine the system's order both based on the Transfer Function and the number of the energy storage elements. Draw the Block Diagram with Input and Output C. Liquid Level System; assume q is the input and h3 is the output ! Ay Ry...
Consider the differential equation: 0)+ y(t)-x(), and use the unilateral Laplace Transform to solve the following problem. a. Determine the zero-state response of this system when the input current is x(t) = e-Hu(t). b. Determine the zero-input response of the system for t > 0-, given C. Determine the output of the circuit when the input current is x(t)- e-2tu(t) and the initial condition is the same as the one specified in part (b).
8. For this problem, you are to design a simple combinational logic circuit and then use Logisim to simulate and test the circuit. The circuit is a 2- bit priority encoder with inputs X2 and X1 and outputs Y1 and Yo. The circuit behaves as follows: oIf X2X1 00, then Y1Yo 00 (no active input) If X2X1 01, then Y1Yo = 01 (low-priority input, X1, is active) If X2X1 1-, then Y1Y0 10 (high-priority input, X2, is active) Note that...