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?1, ???2? rad/s?十六、已知f?t?的频谱函数F?j????,则对f?2t?进行均匀抽样,为使抽样
?0, ???2? rad/s?后的信号频谱不产生混叠,最小抽样频率应为多少? 十七、描述LTI系统的微分方程为
y??(t)?3y?(t)?2y(t)?f?(t)?4f(t)
已知f(t)??(t),y(0?)?1,y?(0?)?3,求系统的零状态响应和零输入响应。一、简答题: 1.[答案:非线性] 2.[答案:线性时变的] 3.[答案:fs?400Hz]
4.[答案:系统的幅频特性为一常数,而相频特性为通过原点的直线] 5.[答案:3]
j?1?5?2F(j)] 6.[答案:f(2t?5)?e227.
f(2?t)?(2?t) 4 2 0 [答案:8.[答案:
2 t ]
(j??3)?2j??5?]
(j??2)(j??4)9.[答案:f(0?)=2,f(?)?0]
10.[答案:h(k)?g(k)?g(k?1)?()?(k)?()11.[答案:3]
12k12k?1?(k?1)??(k)?()k?(k?1)]
122k3s?213.[答案:Y?s??]
s?512.[答案:h(k)?[(?2)?]?(k)]
1314.
f(t) 1 0 [答案:
3 t ]
15.[答案:y2(t)?y'(t)?[e??t?(t)]'???e??t?(t)?e??t?(t)???e??t?(t)??(t)] 二、[答案:y3(t)?yx(t)?3yf(t)?2e?t?3(?e?t?cos?t)??e?t?3cos?t,t?0] 三、
81y(t)?yx(t)?yf(t)?6e?3t?5e?4t?3e?3t?e?4t?e?t33[答案:]
231?[9e?3t?e?4t?e?t]?(t)33k?] 43?t1?3t?2t五、[答案:y(t)?(e?e?e)?(t)]
221?t17?10te,t?0 六、[答案: h(t)?e?991?t17?10te)?(t)] 或: h(t)?(e?99sintcos1000tt?0] 七、 [答案:
2?t四、[答案:2cos八、[答案:yx(k)?[(?1)k?4(?2)k]?(k),yf(k)?[?九、[答案:(1)f(t)?(?e141(?1)k?(?2)k?]?(k)] 23623?2t2?e?3t)?(t) 3?2t (2)f(t)??(t)?(2e?e?t)?(t)]
十、[答案:(1)y??(t)?3y?(t)?2y(t)?f?(t)?4f(t) (2)yx(t)?(e?t?e?2t)?(t
yf(t)?(2?e?2t?3e?t)?(t)
十一、[答案:(1)h(t)?(e?2t?e?4t)?(t)
(2)yf(t)?(e12?4t1?(t?)e?2t)?(t)]
2十二、[答案:h(k)?[1?(6k?8)(?2)k]?(k)] 十三、[答案:g(t)?(1?e?2t?2e?3t)?(t)] 十四、[答案:h(t)?e?2(t?2)?(?t?3)]
十五、[答案:h(t)??(t)??(t?1)??(t?2)??(t?3)??(t?4)??(t?5)] 十六、[答案:4Hz]
十七、[答案:yx(t)?(4e?t?3e?2t)?(t)yf(t)?(2?3e?t?e?2t)?(t)]
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