混沌電路的理論與設(shè)計(jì)

1、蕾慶_長(zhǎng)j電學(xué)院碩士論文y8U8主13分類號(hào)TN7lO密級(jí)公開(kāi)重慶郵電學(xué)院碩士學(xué)位論文論文題u混漕塾路的墨論與設(shè)計(jì)作者姓名李清都(題名和副題名)指導(dǎo)教師姓名揚(yáng)曉松教授博士重壓鯉里蘭瞳韭鑒掛歪絲墮顯逝(職務(wù)、職稱、學(xué)位、單位名稱)申請(qǐng)學(xué)位級(jí)別碩士專業(yè)名稱筮墊主芏墨堡堡墊至主論文提交日圳2QQi圭5月論文答辯日期2004年6月學(xué)位授予單位和日期重墾些皇蘭墮，呈Q墮璺旦塑論文評(píng)翊人壘壘壁愛(ài)女蟄旦型墼邋答辯委員會(huì)主席廖曉峰教技二oo四印五月十[

2、_】《國(guó)際十進(jìn)分類法uDc》的婁甘重慶郵電學(xué)院硼上論立AbstractThechaoticcircuitdesignisaprerequisitetochaoticcommunication，thechaoticencryptionetcThereforethefundamentalresearchanddesignofchaoticcircuitsaleextremelysignificantInthispaperanewmethod

3、todesignchaoticcircuitsisproposedthroughwhichitbecomeverysimpleandflexibletodesignchaoticdynamicsystems011thestatespaceofdimensionsnotlessthan211蚍5lTheremarkablecharacterofthisdesignmethodisthatweCallchoosecomplexityofth

4、echaoticattractorasweneedatthesametimethismethodnotonlymakesachaoticattractorgloballyattractive，butalsomakesiteasytofindtopologicalhorseshoesofachaoticattractor【2岳刪mCOreofthismethodis：Usingthechaostheoryandthecontroltech

5、nique，wecanconstructamapbetweenseveralsetsontheswitchsection，anddesigndynamicsystemSB，SEandswitchingcontrolC8respective晦，thensynthesizethethreemodulestoobtainachaoticdynamicsystemThechaoscallbeeasilyprovedbythetopologica

6、lhorseshoestheoryforthepiecewisecontinuousmapsbycomputer’said[281Finelythewholesystemismoditjiedandsimplifiedtomeettherequirementsoftheelectronicdevicesanditsparameters，andimplementedwithacircuitoraintegratecircuitAlotof

7、examplesRrepresentedinthispapertoillustratetheideabehjndthemethodKeywords：ChaosChaoticattractorChaosgeneratorChaoticcircuits，Symbolicdynamics，Topologicalhorseshoes，LineⅢsystem，Randomsignals，WienbridgeoscillatorDouble—scr