孤立导体电荷分布 有以下定性规律 =表面较平迫处(曲率小小学E小表面凹进去处(曲率为)→更小→E更小

1、转动惯量为I,电矩为D的平面转子处在均匀电场E中,电场是在转子运动的平面上,用微扰法求转子能量的修正值 2、转子惯量为I,电矩为D的空间转子处在均匀弱电场E中,用微扰法求转子基态能量的二级修正

Text B 1. some time: a certain period of time e.g. the fire went for some time before it was brought under control. atatad the Cf. sometime: at some uncertain or unstated time in the future or in the past e.g. we'll take our holiday sometime in August. Our house was built sometime around 1905

1.一维散射问题的一般提法 为简单起见,假设 V(+∞)=V(-∞)=0,E>0 所以这时的量子状态是非束缚态,或称散射态。此时的问题不再是求能量本征值(因为E>0的任何值 都可以使方程有单值、有限、连续的解,或者说此时的能量有连续谱),而是求“散射几率”。问题的基 本提法如下

Detailed stud 1. hard: with great effort e.g. looking hard at this picture. think hard and work hard 2. hardly: almost not e.g. he could hardly wait to hear the news There's hardly any coal left. 3. .. than employees did in 1979

The primary concern of chilled food manufacturers is to produce a product that is both wholesome, i.e. it has all the fresh, quality attributes associated with a chilled food, and safe, i.e. free from pathogenic microorganisms and chemical and foreign body contamination. This is particularly important in this product ector as, due to the nature and method of production, many chilled foods are classified as high-risk products

1.某己醛糖(A)氧化得到旋光二酸(B),将()递降为戊醛糖后再氧化得不旋光二酸 (C)。与(A)生成相同糖的另一个己醛糖(D)氧化后得到不旋光的二酸(E),试 推测(A)、(B)、(C)、(D)和(E)的构型,并用反应式表示变化过程

In this problem we will study the effects of adding rules to the rule- base. Suppose that we use seven triangular membership functions on each universe of discourse and make them uniformly distributed in the same manner as how we did in Exercise 2.3. In particular make the points at which the outermost input membership functions for e saturate at +r/2 and for e at tr/4 For u make the outermost ones have their peaks