1) Vlasov's curves
符拉索夫曲线
2) Vlasov solution
符拉索夫解
1.
A new general solution of elastic shallow shells with constant curvature is derived its completeness and nonuniqueness are proved Famous Vlasov solution is one of its special case Furthermore it is proved that Vlasov solution does not suit for shallow spherical shells And we give a new general solution of shallow spherical shell
论证了符拉索夫解不适用于球形扁壳,并给出了球形扁壳的新的通
3) Vlasov plates
符拉索夫板
1.
Two kinds of general solutions to the displacement equation for the bending problems of Vlasov plates are given in this paper.
针对符拉索夫板弯曲问题的基本方程,给出了两个形式简洁的通解定理。
2.
In this paper,the Hamilton canonical equation for Vlasov plates and its solution with seperation of variables is presented.
构造出了符拉索夫板弯曲问题的Hamilton正则方程 ,给出了它的分离变量通解 。
4) Vrasov foundation
符拉索夫地基
1.
A spline element free method is developed for analysis of floating plates on Vrasov foundation The shear deformation of the plate is considered in the analysis The calculating process is given The results of the numerical example meet with the demand of engineering,and show that the method discussed is simple and accurat
将样条无单元法应用于筏基中 ,建立按厚板分析筏基的计算格式 ,考虑筏板与符拉索夫地基的相互作用 ,编制相应的计算程序 ,并给出了算例。
5) collisionless Boltzmann equation
符拉索夫方程
6) Volasov's theory
符拉索夫理论
补充资料:萨夫拉索夫
萨夫拉索夫(1830~1897) Savrasov,Aleksei Kondratievich 俄国画家。生于莫斯科。早年受业于莫斯科绘画雕刻建筑学校。毕生从事绘画创作。早期作品笔调抒情,具有叙事的特点。代表作《奥伦宁巴乌姆景色》,使他获得美术院士称号。70年代发起成立巡回展览画派,崇尚最美好的就是生活的美学原则。1871年风景画《白嘴鸟飞来了》及两年后创作的《村道》,通过平凡的景色传达了自然界苏醒时的内在生命 ,在俄国风 景画领域具有革新的意义。重要作品还有《虹》、《冬天的道路》、《伏尔加河上的墓地》等。19世纪80年代前后从事美术教育,培养了许多优秀的风景画家。 |
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