1已知质点沿x轴作直线运动,其运 动方程为:x=2+6t2-2t3,式中x的单位 为m,t的单位为s.求:(1)质点在运动 开始后4.0s内位移的大小;(2)质点在该 时间内所通过的路程;(3)t=4s时质点的 速度和加速度

People, not things, are the cause of accidents environment Removing any of dominoes will break sequence but said third was easiest to remove Focus on single causes Chain-of-Events Models Explain accidents in terms of multiple events, sequenced

1层次结构的概念 2S/OS参考模型 3网络体系结构的基本特性 4局域网和TCP/P的层次结构

1 Background 2 The Critical-Section Problem (临界区问题) 3 Peterson’s Solution 4 Synchronization Hardware TestAndSet Instruction Swap Instruction 5 Semaphores 6 Classical Problems of Synchronization 7 Monitors 8 Synchronization Examples

一、完成下列各反应式(总计21分) 1、h3)2CCH2-ch=c2s℃()

string is composed ofn(20) characters in an orderly sequence recorded as s:“c1C2C3…Cn” S is string name c123n is value is a character n is string length Such as,S=“ TSinghua University

17-1 Introduction 17-2 Why is needs 17-3 Management's responsibility 17-4 types of threat • Security Architecture • Security attacks • Security services

注意:我们在练习题中经常要用到一个学号数S(N): s(N)=1.nN2N3 其中N1,N2,N3分别为各人学号的最后三个数字。比如,陈群同学的学号是2001012610078,那么它的学 号数为 (N)=1.078 各人在作业中用各人的学号数可以避免抄作业,但还是 可以相互对作业以发现问题。 练习题 1.利用迭代法求S(N)的算术平方根,要求精 确到小数点后4位。 2.用秦九韶算法求多项式

复旦大学：《大学物理》课程教学资源（PPT课件，英文）Chapter 3 Force and Newton’s laws

稳定和转捩的特征表现 1.先发生二维不稳定性T-S波 2.三维不稳定性λ,波 3底层发生涡的伸长卷起, 4漩涡猝发和溅射後平静交替.湍流斑形成