The title "Hamilton Structure + Hamiltonian + Structure English Sentence + Complete Example Sentence" encompasses the topic of Hamiltonian mechanics and its various implications in English sentences. This collection aims to provide a comprehensive resource for understanding the Hamiltonian structure and its application in different contexts. From the basic principles of Hamiltonian mechanics to its practical application in physics and engineering, this compilation offers a wide range of example sentences to illustrate the concept in a clear and accessible manner. Whether you are a student learning about Hamiltonian mechanics for the first time or a professional seeking to deepen your understanding, this resource serves as an invaluable guide for exploring the intricacies of Hamiltonian structure through English sentences.
Hamilton结构,Hamiltonian structure
1)Hamiltonian structureHamilton结构
1.A family of Liouville integrable system and itsHamiltonian structure;一族Liouville可积系及其Hamilton结构
2.A hierarchy of lattice soliton equations and itsHamiltonian structure;一族晶格孤子方程及其Hamilton结构
3.Conditions under which GLV system possessesHamiltonian structure are discussed.讨论GLV系统具有广义Hamilton结构的一些条件,并获得一种容易改写的方法。
英文短句/例句
1.Study on Hamiltonian Structure of Hoyer System;Hoyer系统的Hamilton结构研究
2.A hierarchy of integrable systems of Liouville and its Bi-Hamiltonian structures;一族Liouville可积系及其双Hamilton结构
3.Generalized Hamiltonian structure of Birkhoffian systems and integral invariants;Birkhoff系统的广义Hamilton结构与积分不变量
4.Several Classes of Soliton Equations and Hamilton Structure几类孤子方程族及Hamilton结构
5.Hamiltonian Structures and Liouville Integrability of a New Soliton Hierarchy一族孤子方程的Hamilton结构及Liouville可积性
6.Exact Solutions, Hamiltonian Structures and Painlevé Property for Nonlinear Evolution Equations;非线性发展方程的精确解Hamilton结构与Painlevé性质
7.Hamiltonian Structure and Liouville Integrability of a New Soliton Hierarchy;一族新的孤子方程的Hamilton结构及Liouville可积性
8.Infinite Number of Conservation Laws and Hamiltonian Structure for a Class of Soliton System;一类孤立子系统的无穷守恒律及Hamilton结构
9.Integrable Couplings of the (2+1)-dimensional JM Hierarchy and Its Hamiltonian Structure as well as the Multi-component JM Hierarchy;2+1维JM族的可积耦合、Hamilton结构及多分量JM族
10.New Lax integrable hierarchy of evolution equations and its infinite dimensional bi-Hamiltonian structure;新的Lax可积方程族及其无限维双-Hamilton结构
11.Exact Solutions of the Unlinear Evolution Equations and Several Kinds of Extended Integrable Hierarchies with Hamiltonian Structure;非线性发展方程的精确解及几类具有Hamilton结构的扩展可积模型
12.The Methods for the Hamil-Jacobi Equations on the Unstructured Meshes;非结构网格上解Hamilton-Jacobi方程的数值方法研究
13.Application of min-Hamilton Path Algorithm in Protein Structure Predicton基于Hamilton路模型的蛋白质结构预测的研究
14.Unconventional Hamilton Variational Principles and Finite Element Method for Functionally Graded Material Structures;功能梯度材料结构的非传统Hamilton变分原理及其有限元法
15.Several New Results on Hamiltonicity of Graphs;关于图的Hamilton性的几个新结果
16.Conclusion on existence of periodic solutions for a kind of two-order Hamilton system一类二阶Hamilton系统周期解的存在性结论
17.The Research and Application of the Fast Construction of Hamilton Array Codes;快速Hamilton阵列编码的构造及其应用研究
18.A New Method for Construction of Hamilton Array Codes一种新的Hamilton阵列编码构造方法
相关短句/例句
Hamilton structureHamilton结构
1.By means of the trace identity theHamilton structure of the equations is constructed and the Liouville integrability is also proved.引入一个新的离散等谱特征值问题,导出相应的非线性微分-差分方程族,利用迹恒等式建立了方程族的Hamilton结构,证明了方程族是Liouville可积的。
2.The second chapter divided into two parts: several continuous integrable hierarchy and theirHamilton structure、several discrete integrable hierarchy and theirHamilton structure.在第二章中,主要分为两部分:几类连续的可积族及其Hamilton结构与几类离散的可积族及其Hamilton结构。
3)trace/Hamilton structure迹/Hamilton结构
4)bi-Hamiltonian structure双Hamilton结构
1.Their integrabilities, such as zero curvature representations andbi-Hamiltonian structures are established.证明了这些系统也具有零曲率表示和双Hamilton结构。
5)bi-Hamiltonian structure双-Hamilton结构
1.New Lax integrable hierarchy of evolution equations and its infinite dimensionalbi-Hamiltonian structure;新的Lax可积方程族及其无限维双-Hamilton结构
6)4-Ham.iltonian structures4-Hamilton结构
延伸阅读
负债结构与资产结构对应分析负债结构与资产结构对应分析【负债结构与资产结构对应分析】1.负债结构与资产结构的对应分析要点(l)分析长期资产与长期负债是否平衡分析指标为长期资产与长期负债的比率，其比值若接近1或等于1，表明长期资产负债对应平衡，双方配置得当。若比值小于1，表明长期资产小于长期负债，长期负债在满足对应资金需求后仍有剩余，这时，应分析剩余资金的数量与去向，若剩余资金数量很大，显然不利于提高银行资金的盈利性，要相应调整资产结构。若其比值大于1，表明长期资产大于长期负债，出现缺口，(这种现象在目前专业我国银行资金营运中比较普遍)这时要从资产负债两方面找出存在资金缺口的原因，可着重分析以下两点:①看购买长期债券与3年以上定期存款是否对应，若前者大于后者，说明用非长期负债购买了长期资产，配置不合理;②看技改贷、基建贷款与3年以上定期存款是否对应，若前者大于后者，说明贷款超来源投放。(2)分析中期资产与中期负债是否对应平衡分析指标为中期资产对中期负债的比率，其比值若接近于1或等于1，表明二者之间对应平衡、配置合理。若不等于1，有以下两种情况:①中期资产与中期负债之比大于1，表明中期资产过多，中期负债不足，要从两方面分析:一看周转贷款+l冶时贷款长期占用部分是否小于或等于向央行年度借款+l庙时借款稳定部分+活期存款稳定部分，若前者大于后者，说明流动资金贷款沉淀过多，缺乏对应来源;二看流动基金贷款是否大于或等于两年以下定期存款，若前者大于后者，说明此项贷款过多，要分析过多的原因。②中期资产与中期负债之比小于1，表明中期资产偏少，中期负债有剩余，要分析中期负债剩余的去向。(3)分析短期资产与短期负债是否对应平衡分析指标为短期资产对短期负债的比率，其比值若接近或等于1，表明短期资产负债对应平衡、配置合理。若大于1，说明短期资产多于短期负债，短期负债不足，短期资产过多，势必占用中、长期负债来源，提高银行的营运成本。若小于1，说明短期负债多于短期资产，应从以下两方面查找原因:①从负债方面来看，短期负债与短期资产失衡可能与存款等负债波动性较强有关，故首先要分析存款波动率过大的原因。可从银行内外两方面分析:从内部检查存款增长机制方面存在哪些问题;从外部检查生产、收入、物价、利率、社会心理、消费习惯等因素对存款波动的影响。其次要分析向央行临时借款的稳定性，看是本身资金计划性不强、头寸不均衡所致，还是受央行资金波动的影响。
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