6.1 频率与时间测量的特点与方法 6.2 通用电子计数器 6.3 等精度时间/频率测量 6.4 EE3376型可程控通用计数器简介

例1.某p型半导体掺杂浓度NA=10cm3少子寿命=10us在均匀光的照射下产 生非平衡载流子,其产生率g=1018/cm3·s试计算室温时光照情况下的费米能级 并和原来无光照时的费米能级比较。设本征载流子浓度=1010cm-3 p. =N, =n, exp(-EE) 思路与解:(1)无光照时空穴浓度

Review Velocity, Acceleration and Static Analysis Mapping between Cartesian and joint space Linear transformation 0=t T Joint rate -+ Cartesian rate EE Wrench→→ Joint force/torque Rate anal ysis Static anal ysis

Space-Time Code Design in OFDM Systems Ben Lu and Xiaodong Wang Department of Electrical Engineering Texas A&M University, College Station, TX 7784 Er-mail:(benlu, wang]@ee. tamu.edu

Ch.8 Nonspherical Disturbance This chapter will assume that the full ideal conditions hold except that the covari- ance matrix of the disturbance, i.e. E(EE)=02Q2, where Q is not the identity matrix. In particular, Q may be nondiagonal and / or have unequal diagonal ele- ments Two cases we shall consider in details are heteroscedasticity and auto-

第12章网络编程基础 本章提要: 1.Java网络编程基础 2.客户/服务器编程 3. Socket编程实现 4. Java Servlet编程基础 5.J2ME和J2EE概述

2.1.2图的基本概念 (2) 子图 给定图G=(V,E),G1=(V1,E1),若V1CV,EE,则称G1为G的子图( subgraph),称 G为G1的母图( supergraph),记作:Gg. 若GCG,但G1≠G,则称G1为G的真子图(proper subgraph),记作:1cg 若G是G的子图,且V1=V(E1CE),则称G1为G的支撑(生成)子图(spanning subgraph). 注:(1)二分图的任一子图也均为二分图.(2)边数为E的图的所有(同构或不同构)支撑子 图的个数为C+C2+C2+…+C=2