主要内容:利用复变函数论求二阶线性齐次常微分方程的级数解。 级数解法的基本思想:把方程的解表示为以z为中心、带有待定 系数的幂级数,将这个幂级数带入方程及定解条件,求出所有待 定系数即该方程的解

Diffusion: Read Plummer Chap. 7, sections 7.1-7.4,, 7.53, 7.5.8 Show that c(zt) Wroexpfzla)I,with a=2VDf, is a solution to Fick's second law of diffusion. ac(z, t) dc(zt) 2. a) What is the intrinsic carrier concentration in Si at 1100 C? b) Calculate the effective diffusivity (including first-order, charged-vacancy corrections)for As impurities in Si at 1100 C for two cases: 1)CAs=10 cm and ii)

一、填空题 1.已知图示正方体边长为a,在右侧面作用已知力F,在顶面作用矩为M的已知力偶矩,如图所示。求力系对x,y,z轴的力矩

This lecture: Mount pp 1-7, 29-35, 45-48, Next lecture: Mount pp 8-9, 65-89, 96-115, +more TheProteinDataBank(pdb-http.://ww.pdb.org/)isthesingle worldwide repository for the processing and distribution of 3-D biological macromolecular structure data Berman, H. M, J. Westbrook, Z Feng, G. Gilliland, T N. Bhat

一、对交流绕组的基本要求 保证电能质量(幅值、频率、相位、波形)A° 1、在一定导体数下,感应较大的基波电动垫和产生较大的基波磁动势,且电动势和磁z动势的波形尽量接近正弦波

Longitudinal equations (1-15) can be rewritten as: mu Xuu+ Xww-mg cos 0+ m(w-qUo) =Zuu+ Zww+ Zq-mg sin 000+Z Iyyg =Muu+ Mww+ Mw++ There is no roll/yaw motion, so q 0

一、填空题(每空2分,共30分) 1数控机床的进给伺服系统可以分为 半闭环控制系统和 2在数控机床坐标系中,绕平行于X、Y和Z轴的回转运动的轴,分别称为轴 和

equipment, and to Dr. G. E. R. Deacon and the a residue on each chain every 3.4 A. in the z-direc- captain and officers of R. R.S. Discovery II for their tion. We have assumed an angle of 36between part in making the observations. at residues in the same chain, so th he 1Young, F. B., Gerrard, H., and Jevons,., Phil Mag., 40, 149 structu on each chain, that

中间变量为一元函数的情形 定理1如果函数=0(1)及v=()都在点可导,函数z=f(,v) 在对应点(u4,v)具有连续偏导数,则复合函数

求区=0处的留数 1)∫(2)=z ze-=2 ∑-2=∑ (2n-1)