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SYNTHESIS AND ANALYSIS OF A FEEDBACK CONTROL SYSTEM

SYNTHESIS AND ANALYSIS OF A FEEDBACK CONTROL SYSTEM
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摘要 In this paper, supposing that the received signals at the input are of the formv(t)=s<sub>1</sub>[t, x<sub>1</sub>(t)]s<sub>2</sub>[t, x<sub>2</sub>(t)]+n(t) where s<sub>i</sub> are FM signals (i=1, 2), a novel cross-coupledphase-locked loop (CCPLL(M)) and its mathematical model are obtained. The globalqualitativestructural analysis of the mathematical model of the first-order loop, the acqui-sition region and synchronization region of the first-order loop, and the synchronizationregion of the second-order loop are obtained. In this paper, supposing that the received signals at the input are of the formv(t)=s_1[t, x_1(t)]s_2[t, x_2(t)]+n(t) where s_i are FM signals (i=1, 2), a novel cross-coupledphase-locked loop (CCPLL(M)) and its mathematical model are obtained. The globalqualitativestructural analysis of the mathematical model of the first-order loop, the acqui-sition region and synchronization region of the first-order loop, and the synchronizationregion of the second-order loop are obtained.
出处 《Systems Science and Mathematical Sciences》 SCIE EI CSCD 1993年第4期312-319,共8页
关键词 FEEDBACK CONTROL MATHEMATICAL model toral EQUATIONS qualitative ANALYSIS CCPLL Feedback control mathematical model toral equations qualitative analysis CCPLL
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