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-00 The block diagram shown below implements a continuous time system where a, a, b, b, and b, are constants, and x(t) and y(t) are respectively the input and the output of the system. The integrators are implemented using the op-amp circuit shown below. Simple circuit analysis assuming an ideal op-amp can demonstrate that the relationship between the voltage v (t) and the 1 voltage vo(t) is volt) j v,(re)de. Therefore, analysis of the block diagram requires that . the polarity inversion and the scaling factor 1/RC be included in the equations. Therefore, the relationship in the diagram between f(t) and f(t) must be written as fly(t) = -ky | f(t)dt where ky =1/RC. In most integration circuits, the integration constant k, can be varied. This can be done if the circuit has a potentiometer where the resistance value can be varied or a set of capacitors can be switched on individually or in groups. -30 bi f(t) b2 x(t) Σ In the TIMS/EMONA + y(t) equipment, the value of resistance is R=10 KN S and C = 180 pF (fixed) and two additional -01 values C = 2 nF and Σ Σ C = 4 nF and be f(1)(t) individually switched on or off. Each Laplace TIMS EMONA module has one integrator and two three-input adders in addition to the f(2)(t) integrator) where in front of each input the is a scalar multiplier that can be adjusted in amplitude (from a value of 0 to a value of 2) and adjusted in polarity (+ or -). (See separate document showing the principal details of this module.) -do bo
Pre-lab Assignment #3 Determine all the values the magnitude of k (and kz) can take on in the TIMS/EMONA Laplace module, when R=10 K and C = 180 pF, (180 pF +2 nF), (180 pF +4 nF), (180 pF +6nF). +
-00 The block diagram shown below implements a continuous time system where a, a, b, b, and b, are constants, and x(t) a
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-00 The block diagram shown below implements a continuous time system where a, a, b, b, and b, are constants, and x(t) a
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