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05041062
- 1.产生(0-1)分布随机数的方法:z i =(16807zi-1 +1)mod(pow(2,32)).被主函数调用. 2.产生U(0-1)分布利用公式:x1=sqrt(-2lnU1)cos(2PiU2), x2=sqrt(-2lnU1)sin(2PiU2) 3.产生瑞利分布,用两个独立同分布的正态分布值,用公式 x= sqrt(Y1*Y1+Y2*Y2)产生瑞利随机数. 4泊松分布-1. 20 (0-1) random number distribution methods : i
SINGAL
- 一、 利用MATLAB产生下列连续信号并作图 (1) x(t)=-2u(t-1),-1<t<5 x(t)=cos(100t)+cos(3000t),设-0.1<t<0.1-one, Using MATLAB produce the following continuous signals and mapping (1) x (t) =- u (t-1) -1
M100295_assign2
- Display the 3-d plot of 2-d functions using perspective projections: cos(ux+vy), sin(ux+vy), sinc(x,y), exp(-(ux+vy)), exp(-|ux+vy|), exp(-|ux+0y|), for all x,y and different values of u & v -Display the 3-d plot of 2-d functions using perspecti
zhexuejia
- 哲学家用筷子的问题,能够直接执行在u-cos环境下-Philosopher with chopsticks, able to direct the implementation of the u-cos environment
Micrium_Win32_OS3
- 官网下载uCOS源码,Windows平台(uCOS Windows_Win32_OS3)
