Index absorptance HT-54 cylindrical geometry see non-planar geometry absorption HT-57 adiabatic 0-5.0-9 Diesel cycle 2A-4 adiabatic efficiency see efficiency diffusivity ht-22 adiabatic flame temperature 2C-7 dissipation 1C-10 drag HT-24 Biot number HT-30, HT-36 black body HT-56, HT-63 see also

美籍华人、经济学教授谢文蔚通过多年对 美国、瑞士、南斯拉夫、日本、韩国、新加坡 等国经济发展的研究,归纳出经济发展应具备 11个条件:其中第8条就是——有正确发展战 在经济谋略策划与实施中,兵家的智慧开 始被人祭起,《孙子兵法》、《黄公韬略》、《鬼谷 子妙算》一版再版;《易经算卦》、《手相》、《刘 伯温推背图》突然畅销。 什么是谋略,解释有千百种,用一句话来 说,就是“为创造有利条件实行全盘性行动的 计划和策略”,以长期、综合性观点来看,即是 “创造致胜条件” 中外经济界,处处散在“珍珠”。“经济谋 略库”,从宝藏中挖掘有益的财富。 军事科学、经济建设,彼此间存在着血缘 关系

第五章飞机费用与效能分析 5.1飞机寿命周期费用的概念和分析方法 5.1.1飞机寿命周期费用的提出 现代成功的军用飞机和民用飞机,不仅具有较高的性能和效能,而且给用户在经济上带 来效益。因此飞机作为工程系统在多种方案优选决策时,在很大程度上取决于其经济性 为了满足现代战争的需要,不仅对飞机技术性能的要求日益提高,而且对其综合性能如 可靠性、维修性、保障性等提出了更高要求使其结构日趋复杂,性能日益精良,大量先进 的航空电子设备和火控系统的采用以及大量分系统和设备在功能上互相综合,使得现代飞机 研制、生产、使用保障等费用日益增长。例如,美国战斗机出厂价自1930年以来己增长了 两个数量级以上,1960年到1980年20年间,扣除通货膨胀因素,平均年增长率仍为9% 10%,20年增长了约5~6倍

The work of the external forces in the spring system of the figure is given by W=B*(U1+U2+U3)(2) W=P1*U1+P2米U2+B米U3(3) None of the above statements

The state of stress at a point is completely determined when: 1. the stress vectors on three different planes are specified 2. the stress vectors on two different planes are speciale 3. the stress vectors one arbitrary plane is spec-

not repeated in the same additive term where the index appears. Free means that the index represents all the values in its range Latin indices will range from 1 to, (i,j, k

For the potato-shaped body given in class to explain the concept of stress, the field of stress vectors t(n)=t(n)(x)on the plane of normal n given by its cartesian components(1,0, 0) known and its cartesian components are given by the expression

Concept Question Consider the following simple displacement field

16.21 Techniques of Structural Analysis and sig Spring 2003 Unit #4- Thermodynamics Principles First Law of Thermodynamics

Which of the following expressions represents the rate of work done by the stresses during the deformation of a body of an arbitrary material?