If x[n] ↔ X(Ω) are Fourier transform pairs, find the Fourier transform of nx[n].
Find the inverse Fourier transform of X(Ω), which is a rectangular pulse:
X(Ω) = 1, −W0 < Ω < W0
0 elsewhere
Prove the Parseval’s relation for discrete-time aperiodic signals:
Comment on the stability and causality of a system h(t) which has a frequency response:
H(ω) = 1, −W0 < ω < W0
0, elsewhere
Comment on the stability and causality of a system h[n] which has a frequency response:
H(Ω) = 1, −Ω0 < Ω < Ω0
0, elsewhere
Construct a high pass filter using a low-pass filter having an impulse response:
h[n] =(a^n)(u[n]) 0 < a < 1
Consider a dc machine whose circuit model is drawn below. It is a separately excited
machine as its field coil (winding) is excited from a voltage source independent of the
armature circuit. A 25 kW, 250 V dc machine is separately excited. The field current
is held constant at a speed of 3000 rpm. The open circuit voltage is 250 V. Calculate
the terminal power, electromagnetic power and torque at terminal voltage of 255 V
and 248 V. The armature resistance is 0.05 W. Speed is held constant at 3000 rpm.
How many sheets of a dielectric are necessary to make a condenser having a capacity of 5.5nF when the sheets are 15cm x 30cm in area and 0.29cm thick? Use k = 8
Write a Executive summary on (Zenor Diode) with 75-95words only. Also write its at least 2 example with explanations