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As a romanticist,Johann Christoph Friedrich Schiller combined art form with psychology and crated a new form-psychology aesthetics.

德国浪漫主义文学家席勒将形式与心理结合起来，创造了自己独树一帜的形式心理美学。

Rondo 回旋曲: Rondo , and its French equivalent rondeau, is a word that has been used in music in a number of ways, most often in reference to a musical form, but also in reference to a character-type that is distinct from the form.

回旋曲是一种曲式，也可以作为一种音乐体裁，起源于欧洲民间的轮舞歌曲，由于这种歌曲带有副歌，每唱一段后就重复副歌。

On the basis of realizing the innovation of enterprises' management mechanism, adjust and optimize the structure of the cocoon and silk industry's distribution pattern, lead the raw material production and the original processing industry's shifting to the central and western regions from the eastern area according to the plan step by step, realize the silkworm industry's transformation to advantage areas, from disperse to intensify and keep appropriate scale; The combination between the western and eastern areas must have complementary advantages each other, the process ability, fund, technology, market and management in the east, combine with the cheap labor force and ihe abundant resource in the west, will form the industry chain of the close connection, step on the route of division of tabor on the basis of specialization, area overall arrangement, laige-scale production, industrialization management, develop high-quality-cocoon,top-grade-silk, refinement silk fabric, manufacture our country's cocoon and silk industry's key competitiveness together, form the scientific and reasonable, high-efficient and continuate industrial development pattern.

在实现企业经营机制创新的基础上，调整和优化茧丝绸产业布局结构，有计划、有步骤地引导茧丝绸原料生产与原料初加工工业由东部地区向中西部地区转移，实现蚕业生产由一般区域向优势蚕区的转移，由零星分散向适度规模、集约化方向转变；东西部强强联合，优势互补，东部的资金、技术、市场、管理、产后加工能力，与西部丰富的资源和劳动力成本低廉的优势相结合，形成紧密联结的产业链，走专业化分工、区域化布局、规模化生产、产业化经营、发展优质茧、高档丝、精品绸的路子，共同打造我国茧丝绸产业的核心竞争力，逐步形成科学合理、高效、可持续发展的产业格局。

During 11 years,the Corporateion grew strong step by step—form single products to various products,form innervarious waterproof to outerconstruct waterproof;from material sale to project service;from products sale to waterproof plan designing.and the Saite personnel tried their all efforts to make the Corporation strong,undertook the great responsibility of developing waterproof career in China,and persisted the conception of not selling materials but system,and provided complete waterproof system plan to every client.

11年来，公司从单一品种到多样品种；从结构内防水到结构外防水；从材料销售到工程服务；从产品销售到防水方案设计，赛特人励精图治，执着追求，肩负"致力于发展中国的防水事业"宏伟责任，以"卖系统，不只卖材料"的防水理念，将全方位的防水系统解决方案带给每一个顾客。

The area of Nantong in Jiangsu Province is a fluvial plain by Yangtze River. To the north of the mouth of river to the sea is a beach plain, which was once the boundless ocean in history, through the development of history, form the wide seabeach finally. The two plains, which are in the different location, have the different ways to utilize the soil. The Yangtze Fluvial Plain, whose soil is fertile, grew to be the well-known area of producing cotton, with people outnumbering the farmland, while the beach plain became a famous salt field. With the development of the coastline, Huainan saltern declined day by day and at the beginning of 20th century, under the advocate of local government and the call of modern industrialist, Mr. Zhang Jian, the salt field in the North of Jiangsu province underwent a great reclaim-plain movement, which brought a tide of spontaneous immigration to the area. During the movement, the key problem is the contest for the ground. As the ownership of the land of salt fields is complex, the unification of the ownerhship of land was not easy. Zhang creatively took advantage of the form of modern joint-stock company to solve the problem.

江苏省长江口北岸现南通地区为长江冲积平原，沿江口向北为海岸淤涨地区，历史上这里曾是汪洋大海，经过多年历史演变，终于形成广阔的海滩，两个不同的淤涨地区，对土地的利用截然不同，沿江地区土地肥沃，逐渐成为著名的棉产地，人多地少；沿海则成为我国历史上著名的两淮盐产地，随着海岸线的演变，淮南盐场日益没落，20世纪初，在政府的提倡和近代实业家张謇的发动号召下，苏北盐垦地区发起了一场波澜壮阔的垦殖运动，与此相适应的则是一场自发的移民大潮，在这两大潮流中，最核心的是对地权的争夺，由于两淮盐场地权复杂，统一地权实属不易，张謇等人创造性地运用近代股份公司的形式解决了这一难题。

In this article,we mainly study the space-like submanifolds with parallel mean curva-ture vector,constant scalar curvature or constant square length of the second fundamental form,respectively.We obtain some pinching theorems and rigidity results by estimating Laplace of the square length of the second fundamental form of the such submanifolds and using yaus maximum principle or Stokes Theorem.

本论文主要研究de Sitter空间中具有平行平均曲率向量、常数量曲率或第二基本形式模长平方是常数的三类类空子流形，并通过分别估计三种情形下子流形的第二基本形式模长平方的Laplace，利用Yau的极大值原理和Stokes定理，获得了这些子流形的一些拼挤定理和刚性定理。

The asymptotical properties of KdV equation and KP equation exhibit the soliton behavior when some conditions are satisfied, and in some cases the parameter matrices describing the interaction between two solutions is quite simple. Two kinds of solutions of the second coupled equations of AKNS hierarchy are provided and applied to NLS equation. A systemical way of construction of special solutions is also tried for DS equation. Most of the results on a scalar equation can often be directly generalized to some matrix equation, and the difference between the ω in scalar form and ω in matrix form lies only in the replacement of vector p, q by matrices p, q.

对KdV方程和KP方程渐近性质的讨论显现出解在一定条件下的孤子特性，从而使得一些情形下，同类解的相互作用体现在参数矩阵上变的较简单；我们给出了AKNS方程的两类不同解，并约化到NLS；对DS方程，我们从另一个方面初步探讨了形式化推导矩阵方程特解的方法；把这些有关标量ω的结果推广到ω为矩阵上往往只要把p，q变为矩阵即可，进而可以再推广到方程组上。

Some meaningful conclusions had been made: 1. In the test, a form of subsurface crack is relative to the sclerometer's shape, when the top of the sclerometer is sharper the crack is easier form.

在该划痕试验中，亚表面裂纹与压头本身的形状有关；当压头顶部较尖锐时，在划痕深度一定的条件下，更容易产生裂纹； 2。

Prusiner's next step was to suggest that there could be two shapes of PrP: the normal form found in healthy mammals and the diseased "scrapie" form.

普鲁辛纳的第二步是假设PrP存在有两种形式：在健康的哺乳动物中发现的正常形式，以及病变的羊瘙痒

This project contains the implementation of the form editor, form viewer, and a simple script editor.

这个项目包含窗体的编辑，浏览器执行的形式，和一个简单的脚本编辑器。

And Pharaoh spoke to Joseph, saying, Your father and your brothers have come to you.

47：5 法老对约瑟说，你父亲和你弟兄们到你这里来了。

Additionally, the approximate flattening of surface strip using lines linking midpoints on perpendicular lines between geodesic curves and the unconditional extreme value method are discussed.

提出了用测地线方程、曲面上两点间短程线来计算膜结构曲面测地线的方法，同时，采用测地线间垂线的中点连线和用无约束极值法进行空间条状曲面近似展开的分析。