viscoelastic relaxation中文是什么意思

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中文翻譯
造句

n.粘彈松弛

viscoelastic adj. 黏彈性的。
in relaxation 自旋弛豫
relaxation n. 1.(精神等的)松弛；放松；【物理學(xué)】張弛；弛豫。 2.(刑罰等的)減輕，放寬。 3.休養(yǎng)，休息，解悶，娛樂。 4.松懈；寬舒；緩和。 5.衰弱，精力減退。
linearly viscoelastic 線性粘彈性的
viscoelastic analyzer 粘彈性分析儀
viscoelastic behaviour 粘彈特性
viscoelastic body 粘彈體; 粘彈性體; 黏彈性體
viscoelastic deformation 粘彈變形
viscoelastic effect 粘彈效應(yīng)
viscoelastic fiber 粘彈性纖維
viscoelastic flow 粘彈性流動(dòng)
viscoelastic fluid 粘彈流體; 粘彈性鈴; 粘彈性流體
viscoelastic foundation 粘彈性地基; 粘彈性基礎(chǔ)
viscoelastic gas 粘彈性氣體
viscoelastic layer 滯彈性層
viscoelastic material 粘彈性材料; 粘彈性物質(zhì); 黏彈性材料
viscoelastic materials 粘彈性材料
viscoelastic medium 粘彈性介質(zhì)
viscoelastic model 本構(gòu)模型年粘彈性模型; 粘彈性模型
viscoelastic modulus 粘彈性模量
viscoelastic nature 粘彈性
viscoelastic piston 粘彈性板
viscoelastic properties 粘彈特性
viscoelastic property 粘彈性能; 粘彈性質(zhì)
viscoelastic region 粘彈區(qū)

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例句與用法

That makes the prediction of viscoelastic relaxation moduli easy . the numerical example was presented in the end of this paper
給出的單向纖維復(fù)合材料的粘彈性松弛模量預(yù)測(cè)的數(shù)值算例驗(yàn)證了該方法的有效性。
The viscoelastic relaxation moduli in time domain are obtained by the inverse laplace transform of the curve-fitted formulae . the method takes advantage of rational curve-fitted formulae and avoids complicated numerical inverse laplace transform
該方法利用合理的曲線擬合函數(shù)避開了復(fù)雜的數(shù)值laplace逆變換，使得單向纖維增強(qiáng)復(fù)合材料的粘彈性性能的確定變得容易。
By laplace transforming the governing equation of the problem of unidirectional fiber reinforced composite materials, the formulae for predicting the viscoelastic relaxation moduli in laplace transformed domain are obtained . according to correspondence principle of viscoellastic mechanics and elastic, mechanics, the results of effective moduli for several s are obtained by using the finite element method of the homogenization . then effective relaxation moduli should be curve-fitted, according to the viscoelastic relaxation modulus formulae of many viscoelastic materials
首先對(duì)單向纖維增強(qiáng)復(fù)合材料粘彈性問題的控制方程進(jìn)行l(wèi)aplace變換，在像空間s中利用均勻化理論建立宏觀松弛模量的laplace變換泛函形式，根據(jù)粘彈性-彈性對(duì)應(yīng)原理，用均勻化問題的有限元方法預(yù)報(bào)單向纖維增強(qiáng)復(fù)合材料在相空間中多個(gè)離散點(diǎn)的本構(gòu)關(guān)系，然后根據(jù)典型粘彈性材料的松弛模量具有的函數(shù)形式進(jìn)行曲線擬合，再通過對(duì)擬合出的函數(shù)進(jìn)行l(wèi)aplace逆變換，從而再回到時(shí)間t域，就得到了單向纖維增強(qiáng)復(fù)合材料的松弛模量。
By laplace transforming the governing equation of the problem of unidirectional fiber reinforced composite materials, the formulae for predicting the viscoelastic relaxation moduli in laplace transformed domain are obtained . according to correspondence principle of viscoellastic mechanics and elastic, mechanics, the results of effective moduli for several s are obtained by using the finite element method of the homogenization . then effective relaxation moduli should be curve-fitted, according to the viscoelastic relaxation modulus formulae of many viscoelastic materials
首先對(duì)單向纖維增強(qiáng)復(fù)合材料粘彈性問題的控制方程進(jìn)行l(wèi)aplace變換，在像空間s中利用均勻化理論建立宏觀松弛模量的laplace變換泛函形式，根據(jù)粘彈性-彈性對(duì)應(yīng)原理，用均勻化問題的有限元方法預(yù)報(bào)單向纖維增強(qiáng)復(fù)合材料在相空間中多個(gè)離散點(diǎn)的本構(gòu)關(guān)系，然后根據(jù)典型粘彈性材料的松弛模量具有的函數(shù)形式進(jìn)行曲線擬合，再通過對(duì)擬合出的函數(shù)進(jìn)行l(wèi)aplace逆變換，從而再回到時(shí)間t域，就得到了單向纖維增強(qiáng)復(fù)合材料的松弛模量。
And then the brief description of the researches in micro-mechanics is presented . ( see chapter 1 ) 2 . the basic conception of the homogenization theory is given, and then by laplace transforming, the formulae for predicting the viscoelastic relaxation moduli in laplace transformed domain are obtained from the governing equation of the problem of composite materials
(詳見第一章)2、在簡(jiǎn)要介紹細(xì)觀多尺度均勻化方法的基本理論的基礎(chǔ)上，通過復(fù)合材料粘彈性問題的控制方程的laplace變換，并利用對(duì)應(yīng)原理，在像空間中導(dǎo)出了利用均勻化理論預(yù)測(cè)宏觀松弛模量的laplace變換泛函形式。

其他語(yǔ)種釋義

viscoelastic relaxationとは意味：粘弾性緩和｛ねんだんせいかんわ｝

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