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中原大學九十三學年度碩士班入學招生考試
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| 93年3月27日 14:00~15:30 電子系通訊組 | 誠實是我們珍視的美德, 我們喜愛「拒絕作弊,堅守正直」的你! |
| 科目:通訊系統 |
| 1. | X(t)are Y(t)the input and output random processes
of the linear time invariant system respectively. Assume the input signal
X(t)is zero mean with autocorrelation function .
Find the average power of the output process Y(t). (20) |
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| 2. | Model of DSB-SC receiver is shown in fig. 1 | ||||
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The DSB-SC signal s(t)is expressed as
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| (a) Find the channel signal to noise ratio of the DSB-SC receiver,(SNR)C,DSB-SC (7) | |||||
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(b) Find the output signal to noise ratio of the DSB-SC
receiver,(SNR)O,DSB-SC (7)
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(c) Find the figure of merit of DSB-SC (6)
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| 3. |
Find the peak pulse signal to noise ratio
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where the white noise w(t)is zero mean with power
spectral density
Hint : (20) |
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| 4. | Fig. 3 shows a convolutional encoder | ||||
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| (a) Determine the corresponding generator polynomial (7) | |||||
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(b) For the message sequence ( 1 1 0 1 1 ), determine
the output polynomials of path 1 and
path 2 (7) |
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| (c) Following (b), determine the encoded sequence (6) | |||||
| 5. | Consider the transmission bandwidth, what is the best choice of the analog modulation in the following cases (a) and (b) | ||||
| (a) The spectrum M(f)of the message signal m(f)is shown in fig. 4(a) (7) | |||||
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(b) The spectrum M(f)of the message signal m(f)is shown
in fig. 4(b) (7)
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| (c) Define the signals BPSK and QPSK (6) | |||||
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~ End ~
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