ϵy(tng)ʎģо
l(f)rg2018-01-29 11:04
P(gun)I~ ϵy(tng) ʎ ģ׃Y(ji)(gu) ģ̎ӱ(lin)ϴW(xu)2014TʿՓՓͣW(xu)λՓ
ժҪՓڷǾϵy(tng)оѽ(jng)ռ(j)ҪλTI(lng)l(f)F(xin)Խоɹ͌ÃrֵĿǰϵy(tng)܉ȫ(wn)\Уѽ(jng)ɞ˂ԽԽP(gun)עԒ}(dng)ϵy(tng)a(chn)ʎF(xin)ĕr͕ϵy(tng)ķ(wn)\Юa(chn)һӰ?x)o(lin)ϵy(tng)ēpʧϵy(tng)@ķǾһl®a(chn)oҎ(gu)tĻʎ˿˷ʎϵy(tng)ɵƉCϵy(tng)ٵƽ(wn)\УҪMķҳкόHĿƷ ͨ^F(xin)l(f)չv̵ĽBĿǰоF(xin)ԷͽfָоĿĺxо(ni)ݼg(sh)·ı|(zh)xͻM˷жҎ(gu)MһfؽBˮ(dng)ǰ(yng)VĎNƷᘌN͵ϵy(tng)ģMзо(j)ͬ(sh)W(xu)ģ͵IJͬ|(zh)Дl(f)ėlоͨ·B˻ģ׃Y(ji)(gu)cģƵP(gun)ՓͶ}xȡA(lin)ϵy(tng)Ĕ(sh)W(xu)ģ͞оûģ׃Y(ji)(gu)Ʒڂy(tng)ģ׃Y(ji)(gu)ƵĻԓڸlȱcڿ^мģҎ(gu)tO(sh)Ӌģģ׃Y(ji)(gu)MՓ(sh)ֵͨ^MATLABƽ_F(xin)Y(ji)ģģ׃Y(ji)(gu)ϵy(tng)Ļʎl˺ܺõCO(sh)Ӌă(yu)Խ
[Abstract]:Chaos theory has played an important role in the study of nonlinear systems, and its outstanding research results and practical value can be found in many fields. At present, how can power systems operate safely and stably. People have become more and more concerned about the topic, when the power system chaotic oscillation phenomenon, it will have a certain impact on the stable operation of the system. It will even bring huge losses to the whole interconnected power system, due to the remarkable nonlinear characteristics of the power system. In order to overcome the damage caused by chaotic oscillation and ensure the system running smoothly and at high speed, it can produce irregular chaotic oscillation under certain conditions. Therefore, it is necessary to carry out in-depth analysis and find out practical control methods. Through the introduction of chaos phenomenon and its development course, the present research situation of chaos is analyzed and explained, and the purpose and significance of the study are pointed out. The essential definition and basic characteristics of chaos are analyzed, and the classification and judging law of chaos are further explained. The most widely used chaos control methods are introduced in this paper. Several typical chaotic models of power system are analyzed and studied. According to the different properties of different mathematical models, the conditions of chaos are judged. The related theories and buffeting problems of sliding mode variable structure control and fuzzy control are introduced. The mathematical model of second order interconnected power system is chosen as the research object and the sliding mode variable structure control method is adopted. Because of the basic characteristics of the traditional sliding mode variable structure control, this method has the shortcoming of high frequency buffeting. Fuzzy control rules are added to the control process and fuzzy sliding mode variable structure controller is designed. The simulation results show that the fuzzy sliding mode variable structure controller can suppress the chaotic oscillation of power system. It also plays a good role in eliminating the high frequency buffeting and validates the superiority of the design.
W(xu)λλӱ(lin)ϴW(xu)
W(xu)λeTʿ
W(xu)λݡ2014
̖TM712
īI(xin)
P(gun)ڿՓ ǰ7l
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ľ̖1473264
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