简介:Theconservationlawsforthe(1+2)-dimensionalZakharov–Kuznetsovmodifiedequalwidth(ZK-MEW)equationwithpowerlawnonlinearityareconstructedbyusingNoether’sapproachthroughaninterestingmethodofincreasingtheorderofthisequation.Withtheaidofanobtainedconservationlaw,thegeneralizeddoublereductiontheoremisappliedtothisequation.ItcanbeshownthatthereducedequationisasecondordernonlinearODE.Finally,someexactsolutionsforaparticularcaseofthisequationareobtainedaftersolvingthereducedequation.
简介:电影动量和在加速上的薄有限幂定律液体的热运输特征上的内部加热来源的效果不稳定的水平拉长的接口被学习。不同于这块地里的很古典的工作,为改变热电导率的液体电影和概括Fouriers法律的一般表面温度分布被考虑。适当类似转变被用来与一组二点的平常的微分方程(颂诗)把强烈非线性的管理部分微分方程(PDE)变换成一个边界价值问题。在液体电影厚度和摇摆参数之间的通讯在MATLAB用BVP4C节目被导出。自我类似颂诗的数字答案用与一个Runge-Kutta重复程序和牛顿计划相结合的射击技术被获得。液体上的深奥物理参数的效果水平速度和温度分发被介绍并且讨论。
简介:Inthepresentpaper,thecompatibilityequationfortheplanestressproblemsofpower-lawmaterialsistransformedintoabiharmonicequationbyintroducingtheso-calledcomplexpseudo-stressfunction,whichmakesitpossibletosolvetheelastic-plasticplanestressproblemsofstrainhardeningmaterialsdescribedbypower-lawusingthecomplexvariablefunctionmethodlikethatinthelinearelasticitytheory.Byusingthisgeneralmethod,theclose-formedanalyticalsolutionsforthestress,strainanddisplacementcomponentsoftheplanestressproblems’ofpower-lawmaterialsisdeducedinthepaper,whichcanalsobeusedtosolvetheelasto-plasticplanestressproblemsofstrain-hardeningmaterialsotherthanthatdescribedbypower-law.Asanexample,theproblemofapower-lawmaterialinfiniteplatecontainingacircularholeunderuniaxialtensionissolvedbyusingthismethod,theresultsofwhicharecomparedwiththoseofaknownasymptoticanalyticalsolutionobtainedbytheperturbationmethod.
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简介:EDITOR'SNOTE:TheDraftLaborContractLawofthePeople'sRepublicofChinahasbeencompletedandwaspublishedforsolicitingcommentsonMarch20.Inashortperiodofonemonth,191,849piecesofcommentsandopinionswerereceived.Priortothepromulgationofthelaw,thisreporterinterviewedMr.GuanHuai,anotedChineseexpertinlaborlaw,professoroftheLawSchooloftheRenminUniversityofChinaandlawadvisortotheAll-ChinaFederationofTradeUnions.
简介:I.TheproblemoftherelationshipofliandfainancientChineselawBecauseofdifferencesinculture,anindependentlawsystem,theChineseLawSystem,cameintobeingwithitsdifferencesfromotherlawsystemsoftheworld,whicharerepresentedbytheContinentalLawSystem(alsoknownastheCodeLawSystem)andAnglo-AmericanLawSystem(alsoknownasthe
简介:在1935,迪拉克证实在de保姆空格而是两个精力动量操作员也不他们的保守法律的物理波浪方程被给。在它在在那里的de保姆组被证明那的这篇文章是对海森堡组和组们是的这的生成器同形的一个亚群组遵守一条保守法律的精力动量操作符。