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1. Design a suitable double-layer lap winding for a 6-pole armature with 18 slots and two coil-sides per slot. Give the values of frontpitch, back-pitch and commutator pitch. Draw the developed diagram and show the positions of brushes.
2. Design a suitable double-layer wave winding for a 4-pole, 13-slot dc armature with two coil-sides per slot. Give values of pitches, Draw the developed diagram and show the positions of brushes.
Design a circuit that causes the three lights to activate normally for valid one-hot code words, and for the red light to be activated alone for invalid code words.
What is the difference between electromotive force and potential difference?
Calculate Vout (f0), Vout (3f0), Vout(5f0), and Vout(7f0) of the frequency spectrum of a triangle wave (A = 10 V and T = 1 ms) passed through a low-pass R-C filter (R = 10 k-ohm and C =5 nF).
An NMOS pass-transistor switch with W/L= 1.2 um / 0.8 um. used in a 3.3-V system for which Vt0 = 0.8 V,(lambda)= 0.5 V^(1/2), 2(phi)f= 0.6 V , unCox = 3upCox = 75 uA/V^2, drives a 100-fF load capacitance at the input of a matched standard CMOS inv..
you are asked to write an essay outlining the evolution of cpu. a report describing in detail the main hardware
The duration of a cellular call is an exponential random variable with expected value of 3 minutes. A subscriber makes 120 calls each month. Use the central limit theorem to estimate the probability that the subscriber uses at least 400 minutes.
With the help of a diagram explain the principles of flapper /nozzle displacement sensor.
An insulated cylinder closed at one end by a frictionless piston contains 20g of hydrogen gas at 30 degrees Celsius. This is heated to 40 degrees Celsius with the pressure kept constant at 1 bar and the volume increases by 7*10^-4 m^3.
Find the capacity of the cascade connection of n binary-symmetric channels with same crossover probability ε. what is the capacity when the number of channels n=2.
(a) show that the energy in the field of an electric dipole of moment p outside a sphere of radius R is \(p^{2}/(12\pi\epsilonR^{3})\) (b) calculate the potential energies of an electric dipole (c) calculate the potential energies of a linear electri..
What is the minimum excitation at which the motor can deliver 500 kW at the rated line voltage without losing synchronism?
Determine the periods and find exponential fourier series coeffecients of functions. A.) f(t) = 2(cost)(cos2t) B.) g(t) = 3 + 2e^-j2t + 2e^j2t + 2cos4t C.) h(t) = 4
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