Find the RMS value of the square wave with amplitude of 1.0 V and a period 0.2 seconds.
Find the RMS value of the square wave with amplitude of 1.0 V and a period...
An electrical signal oscillates between 0 and V. Find the RMS value of the wave if the wave is (a) Square (b) Sinusoidal (c) Triangular
An AC sine wave voltage has a peak amplitude of 170 V. What is the rms value?
1.37 A symmetrical square wave with peak amplitude and zero average is to be approximated by its first five (lowest frequency) sinusoidal components. Compare the rms value of the square wave to that of its approximation. What is the percentage difference?
(a) Determine the period, amplitude, and frequency of a signal given by, v(t) (120nt). Plot this signal both in the time-domain and frequency domain. (b) For the following square wave v(t), determine if it is a periodic signal, and if yes, what 10 V sin 4. [61 are its amplitude, period T and fundamental frequency f? Why do we need to convert this signal into sine/cosine wave for transmission? 2 o-oims (c) () According to Fourier Theorem, the above signal...
3. Design a clamper that will provide a +2 V clamped level to a square wave input for the circuit shown below. The symmetrical square wave input peal-to-peak amplitude is 4 V with a period of 100 us vi + V Solutions
3. Design a clamper that will provide a +2 V clamped level to a square wave input for the circuit shown below. The symmetrical square wave input peal-to-peak amplitude is 4 V with a period of 100 us...
Find the rms value of the full wave rectified sine wave in figure below. Calculate the average power dissipated in a 612 resistor. v(t) T 2x 3r
3. Design a clamper that will provide a +2 V clamped level to a square wave input for the circuit shown below. The symmetrical square wave input peal-to-peak amplitude is 4 V with a period of 100 us vi + V Solutions
For a sinusoidal wave with a maximum amplitude of 6, calculate the following: 1. rms 2. peak to peak amplitude 3. amplitude
Find the amplitude, frequency and period of motion for an object vibrating at the of a horizontal spring if the equation for its position as a function of time is: X = (0.250m) cos(pi/8.00 t) Amplitude Frequency Period Find the position, velocity and acceleration at t = 1.0 s for the wave in question 2: position
A square wave of amplitude A and period T can be defined as -A, 5<t<0, with f(t) = f(t + T), since the function is periodic. Compute the Fourier series for the function in the form f(t) = aneinwot, n=- where wo = 21/T and the coefficients an are the complex Fourier coefficients. Show all your work. Make a simple sketch of the signal and its series. The FIR filter is defined by the filter coefficients bk = [3,-1,2,1] Write...