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cdma
CDMAT-ransmitter receiver-CDMA is an access technique which uses entire for communication
- 2009-03-13 23:04:52下载
- 积分:1
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three_dim_plot
three dimensional Plot PSCAD using Matlab
- 2014-10-09 03:50:57下载
- 积分:1
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lsbhide
LSB隐藏 最低有效位隐藏算法,就是8:1嵌入(Least significant bit LSB hide hiding algorithm is embedded 8:1)
- 2007-11-23 18:50:06下载
- 积分:1
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svpwm
基于matlab的空间矢量调制技术的仿真(Simulation of space vector modulation technology based on MATLAB)
- 2018-11-08 20:21:35下载
- 积分:1
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dynamics
关于matlab的一些知识,希望对大家有用。(Some knowledge on matlab, I hope to be useful.)
- 2011-10-20 22:37:24下载
- 积分:1
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amp
运算放大器,电子技术资料,运算放大器,电子技术资料,运算放大器,电子技术资料,(Operational amplifiers, electronic technical information, operational amplifiers, electronic technical information, operational amplifiers, electronic technical information,)
- 2011-11-13 18:05:57下载
- 积分:1
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pipe
某石油公司计划建造一条由东向西的主输油管道。该管道要穿过一个有n 口油井的油田。从每口油井都要有一条输油管道沿最短路经(或南或北)与主管道相连。如果给定n 口油井的位置,即它们的x 坐标(东西向)和y 坐标(南北向),应如何确定主管道的最优位置, 即使各油井到主管道之间的输油管道长度总和最小的位置?证明可在线性时间内确定主管道的最优位置。(An oil company plans to construct a east to west from the main pipeline. The pipeline to pass through an oil field n wells. Wells from each must have a pipeline along the shortest path (or South or North) connected with the competent Road. If given the location of oil wells in n, that is, their x coordinates (east-west) and y coordinates (north-south), should be how to determine the optimal position in charge of Road, even if the wells to the pipeline in charge of Road between the sum of the smallest length location? proved to be linear time to determine the optimal position in charge of Road.)
- 2008-07-07 10:25:25下载
- 积分:1
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curveture
用向前差分 中心差分计算矩阵的曲率,可对图像操作,挺好用的(Matrix of curvature of the forward differential center differential, image manipulation, very good use)
- 2012-12-29 13:19:07下载
- 积分:1
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pid
基于二进制编码的遗传算法PID参数整定,示例(Based on the binary-coded genetic algorithm PID parameter tuning)
- 2013-10-20 10:19:47下载
- 积分:1
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5
说明: 飞舞的五角星matlab代码,图片绘制了五角星,且可以在屏幕上任意飞动(Flying pentagram matlab code, pictures to draw a five-pointed star, can be anywhere on the screen and flying)
- 2012-10-02 20:01:06下载
- 积分:1