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  1. The input to a pulse amplitude modulator is the real-world sample of g(t): Z Ts g1(nTs) = q(t)g(t nTs) dt. 0. where q(t) is an integrator function. (Width of q(t) should be Ts.) Each transmitted pulse is narrow with height (or area) proportional to g1(nTs). The pulse is integrated to obtain an analog value. where Tp Ts.

  2. Figure 18 Modulation and Demodulation Summary. Figure 19 is a block diagram that summarizes the steps involved in modulating and demodulating a signal by a frequency f2. Modulation involves multiplying the input signal x(t) by. a cosine with a frequency f2.

  3. Modulation index The maximum deviation of m(t) from zero is m p= max(jm(t)j) The modulation index of the modulated signal is de ned by = m p A Larger modulation index reduces power but makes demodulation harder. Broadcast AM stations use modulation index close to 1. Input signals are controlled using automatic gain control (AGC).

  4. 1. Then the frequency modulated signal is. 'FM(t) = cos(2 fct + kfa(t)) since phase modulation is the integral of frequency modulation. For the narrow band case. jkfa(t)j 1. We will show that the NBFM bandwidth is the same as the signal bandwidth. 2Bs.

  5. Multiplying the modulation index by 100 gives the percentage of modulation.For example, if the carrier voltage is 9 V and the modulating signal voltage is 7.5 V, the modulation factor is 0.8333 and the percentage of modulation is Overmodulation and Distortion The modulation index should be a number between 0 and 1. If the amplitude of the

  6. Experiment 5.1 AM Modulator (cont. 1) Convert the input samples to floating point numbers and do the modulation using floating point arithmetic. Since the input samples lie in the range ±215, you must choose ka or scale the 1 in the AM equation so that the signal is not overmodulated. Send s(nT ) to the DAC.

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  8. Signals and Systems (PDF) 2 Discrete-Time (DT) Systems (PDF) 3 Feedback, Poles, and Fundamental Modes (PDF) 4 Continuous-Time (CT) Systems (PDF) 5 Z Transform (PDF) 6 Laplace Transform (PDF) 7 Discrete Approximation of Continuous-Time Systems (PDF) 8 Convolution (PDF - 2.0MB) 9 Frequency Response (PDF - 1.6MB) 10 Feedback and Control (PDF - 1 ...

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