Calculate sinc(x) for each element of the input. If the input is a 1-by-4 vector, the output is also a 1-by-4. 2. Return the value 1 when the input is 0, which is the limiting value of sinc as -0. …

The sinc function is often used in electrical engineering applications. It is defined as: sin (x) sinc(x) Use Simulink to model the behavior of the sinc function, from -20 to 20 seconds. Display your …

English; Communications; Communications questions and answers; 1. Given a signal as the following: x(t) = sinc’ (50t) cos(80st) where sinc function is defined as sin( tex) sinc(x) = πχ …

The Fourier transform of a “tent” function (Figure 2a) is a squared “sinc” function (Figure 2b). Propose an argument that the Fourier transform of a tent function can be obtained from the …

The Fourier transform of the rectangular function is the normalized sinc function given by sinc(x) = sin max) Write a function normsinc that returns sinc(x) Your function must 1. Calculate sinc(x) …

The Fourier transform of this signal is a rectangle function. Use the function linspace to create a vector of time values from -5 ≤ t ≤ 5. Next, plot the function shown in figure 1 using the sinc …

Question: Consider a continuous two dimensional sinc function I (x, y) defined as follows: I(x, y) - sinc(f,x) x sinc(f^y) where sinc(t) - sin(T) / π for 0 and sinc(0) = 1 . Consider f,-6 and 1. …

The Fourier transform of the rectangular function is the normalized sinc function given by: sinc(x) sin(ax) Write a function normsinc that returns sinc(x). Your function must: 1. Calculate sinc(x) …

7. The "sinc()" function is defined by sinc (x) = {π x s i n (π x) 1 x = 0 x = 0 (MATLAB does support the function call sinc ().) Define x 1 (t) and x 2 (t) as voltage pulses given by x 1 (t) = 4 sinc …

Question: Convolution of a sinc function and an impulse: a. Determine the convolution of a sinc function (sinc(t) with an impulse located at t = 2. Determine the result in both the time domain …