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dimensional material
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  维材料
     Study on the Optical Properties of the ZnO Low Dimensional Material and Carbon Nanotubes
     碳纳米管与ZnO低维材料的光学特性研究
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     It can be regarded as a one dimensional material with fascinating properties and wide potential applications.
     碳纳米管是直径很小的一维材料,具有奇特的光电性质和良好的潜在应用前景。
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     Recently, the study of Si-based low dimensional material physics andtechnology indicated that Si-based optoelectronics will be one of the main topicsin the semiconductor optoelectronics research area in the near future, and Si-basedlow dimensional light-emitting materials are fundamental in semiconductor opto-electronic integration technology.
     近年,硅基低维材料物理与工艺的研究预示,硅基光电子学将是今后半导体光电子学的一个主要发展方向,而硅基低维发光材料又将成为半导体光电子集成技术的主要基础材料。
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     In this article, it has been reviewed that the recent development and application of zero_, one_ and two_dimensional material in the reaction of PEMFC according to the different dimensional materials.
     本文按照材料维数的不同,分别介绍了近年来零维、一维和二维材料在聚合物膜燃料电池电极反应中应用的最新研究进展;
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  “dimensional material”译为未确定词的双语例句
     Simulation and Study of Diffraction Properties for One—Dimensional Material Structures
     一维物质结构的模拟及其衍射特性的考察
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     By using the finite element analysis method,a three dimensional material parametric model is established,and the structure optimization design of a elastic ring of the forcemeasuring platform is completed.
     利用有限元分析法建立测力平台的三维实体参数化模型,完成测力平台弹性环的结构优化设计。
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     If the magnetic field is strong enough, the number of bound states of D~ centers is countless in three dimensional material, however in two dimensions only four bound states are found.
     如果磁场足够大,三维体材料中D~-中心有无穷多个束缚态,而二维D~-中心则只有四个束缚态存在。
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     The increase in the yield strength of the thinner microbeam is attributed to the increase in the strain gradient contribution due to inhomogeneous deformation of the small dimensional material.
     微小悬壁梁屈服强度的升高来源于小尺度材料在非均匀变形下引起的应变梯度贡献的增加;
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  相似匹配句对
     Material
     实验材料与方法
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     Material
     一、实验材料
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     On Development of Dimensional College English Learning Material
     论大学英语立体化教材的开发
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     Teaching of Three Dimensional Design : Touching Material
     触摸材料:立体构成教学有感
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     N Dimensional T—norm
     n维T—norm
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  dimensional material
Many self-interstitial atoms cluster in cascades to form highly glissile dislocation loops, and, so, contribute to two-dimensional material transport in damage evolution.
      
Many self-interstitial atoms cluster in cascades to form highly glissile dislocation loops, and, so, contribute to two-dimensional material transport in damage evolution.
      
In the spray deposition process, the master alloy of AS17 was atomized using N2 gas, and was deposited on a collecting substrate directly into a three-dimensional material.
      
The theoretical approach involves a full-field reappraisal of the Lamb solution for a surface wave propagating in a homogeneous, isotropic, elastic, two-dimensional material for the cases of plane strain and plane stress.
      
A low-dimensional material with the composition {(n-C16H33)(CH3)2S}∞+1[CdCl3]- has been prepared.
      
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It has been confirmed by the author that the quality of the antithermal shock stressof non-granulated sintered substance is related with the thermodynamics, mechanics, geo-metry and environment of the material and that of granulated sintered substance is furtherrelated with its grain structure.By mathematical analysis, the coefficient of safety of non-dimensional materials can be expressed as follow: A general method of determining the influence of the geometrical shape of the subs-tance on stress...

It has been confirmed by the author that the quality of the antithermal shock stressof non-granulated sintered substance is related with the thermodynamics, mechanics, geo-metry and environment of the material and that of granulated sintered substance is furtherrelated with its grain structure.By mathematical analysis, the coefficient of safety of non-dimensional materials can be expressed as follow: A general method of determining the influence of the geometrical shape of the subs-tance on stress failure is presented. The method designed to find out, by experiments, thefunctional relationship between radius of curvature R and geometrical factor C_α renderedpossible the calculation of and its use in production by use of the above formula. A theory has been postulated that the vector of thermal shock stress scatters on the bigclinker grains while diffracts on grains of medium size which explains the antithermal shockfunction of the grain structure. Finally, by use of statistical conception and that of finiteelement, a scattering model is discussed thereby calculation is carried to derive the follo-wing formulas for the coefficient of safety of structure ζ and for the coefficient of safetyrefractory material.

本文:(1)确认非颗粒烧结体的抗热震应力性能与材料的热力学、力学、几何及环境等因素有关,对颗粒烧结体则还与颗粒结构因素有关。进行了数学分析,导出了表示无量纲的材料安全系数的表示公式: Θ=(λσ_f~2/E~2cγα_l~2){C_ατ/(±t)(t_ω-t_0)x_0~2} (2)提出了确定物体几何形状对应力破坏作用的影响的普遍方法。设计了通过实验找到曲率半径R与几何因素C_α的函数关系“R-C_α”曲线的方法,以使利用上式对Θ值进行数值计算成为可能,并使生产上利用也成为可能。 (3)提出并讨论了热震应力矢量在熟料大颗粒上散射而在中颗粒上绕射的理论来解释颗粒结构的抗热震作用。进而利用统计概念和有限元概念探讨了散射模型,进行了计算,导出结构安全系数ζ和耐火材料安全系数Θ’的表达方程式: 及Θ’=Θζ

In this paper, R. G, Muncaster's zero-dimensional elastic bodies are generalized to general zero-dimensional material bodies of higher order. From classical continuum theroy of non-polar media, we derive out the balance laws and thermodynamics inequality for zero-dimensional material bodies from which all the balance laws and thermodynamic ineqality for micromorphic material bodies are deriven out. By this way, we have established a connection between the theroy of zero-dimensional material...

In this paper, R. G, Muncaster's zero-dimensional elastic bodies are generalized to general zero-dimensional material bodies of higher order. From classical continuum theroy of non-polar media, we derive out the balance laws and thermodynamics inequality for zero-dimensional material bodies from which all the balance laws and thermodynamic ineqality for micromorphic material bodies are deriven out. By this way, we have established a connection between the theroy of zero-dimensional material bodies and the theory of micromorphic material bodies which is similar to that between the mechanics of rigid particles and the classical continuum mechanics of non-polar media.

在这篇文章里,R.G Muncaster的零维弹性体被推广到一般的高阶零维物质体。从非极连续介质力学理论出发,我们推出了零维物质体的所有平衡方程和热力学不等式。再从这些方程和不等式推出微态物质体的相应平衡方程和热力学不等式。这样,我们在零维物质体理论和微态物质体理论之间建立了一个类似于刚性质点力学和古典非极连续介质力学之间关系的关系。

The contimmm theory of defect, or the field theory of defect, is an important branch in modern solid mechanics and aims at building a bridge between macroscopic and microscopic researches of the elastic and inelastic behavior of materials. It is also considered a combined science developed from the interactions between solid mechanics,modern physics and modern mathematics. The present paper systematically introduces the main developments and up-to-date results in this field. It is divided into three parts. In...

The contimmm theory of defect, or the field theory of defect, is an important branch in modern solid mechanics and aims at building a bridge between macroscopic and microscopic researches of the elastic and inelastic behavior of materials. It is also considered a combined science developed from the interactions between solid mechanics,modern physics and modern mathematics. The present paper systematically introduces the main developments and up-to-date results in this field. It is divided into three parts. In the first part, the kinematics and geometric theories of deformation of a continuum with dislocations and disclinations are discussed including both earlier results by Nye, Kondo, Bilby and Kroner, etc. and our recent works on the derivation of nonlinear kinematic field equations in terms of Cartan eqnations of structure on 4-dimensional material manifold. In the second part, the gauge field theory of defect continuum is reviewed in detail stressing on the development of dynamic equations for the continuum. The third part of the paper is devoted to the application of the continuum theory of defect to the construction of constitutive equations of elasto-plastic materials.

缺陷连续统理论即缺陷场论是当代固体力学的一个重要分支,其主要任务是对物质的弹性和非弹性性质的宏、微观研究之间架起一座桥梁。它也被认为是由固体力学、近代物理和数学之间交互作用而发展起来的一门交缘学科。本文分三部分较系统地介绍了它的主要发展和最近结果。第Ⅰ部分讨论具有位错和旋错连续统的运动学和变形几何学,包括Nye,Kondo,Bilby和Krner等人的早期结果以及我们利用4维物质流形上Cartan结构方程推导出的非线性动力学方程的最近结果。第Ⅱ部分详细介绍了缺陷连续统的规范场理论,主要强调对该连续统动力学方程的发展。第Ⅲ部分研究缺陷场论对构造弹塑性物质本构关系的应用。

 
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