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LF_NR
3 triangular connected buses system, solving the load flow using Newton Raphson.
- 2009-11-02 08:11:48下载
- 积分:1
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MPSK
M-aray Phase Shift Key Modulation
- 2014-09-03 23:48:24下载
- 积分:1
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故障数据分解EEMD
说明: 能够实现对故障数据进行分解,比EMD分解效果更好(It can decompose the fault data, which is better than EMD)
- 2020-07-24 09:49:53下载
- 积分:1
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MCS51
MCS51单片机软件实验,实验中包含了相关程序结果(MCS51 Microcontroller Software The experimental procedures included the results)
- 2010-05-15 10:14:37下载
- 积分:1
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SSRHE
这是SSR算法与直方图均衡化相结合的matlab代码,可以增强模糊且较暗的图像。
(this is SSR algorithm and HE。。。)
- 2011-09-22 23:21:20下载
- 积分:1
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yuv-video-15HZ
coastguard_qcif.yuv,foreman_qcif.yuv,hall_qcif.yuv,soccer_qcif.yuv四个标准视频的测试文件,这是15hz版本,内含读取yuv文件的matlab源代码代码(the 15hz video files. (coastguard_qcif.yuv,foreman_qcif.yuv,hall_qcif.yuv,soccer_qcif.yuv))
- 2015-03-26 23:35:27下载
- 积分:1
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RESEARCH_ON_END-TO-END_HANDOFF
说明: 本文在研究IEEE802.16e协议和SIP协议的基础上,提出了利用
SIP解决IEEE802.16接入网络中端到端切换的新方案。该方案采用跨
层切换的设计思想,联合MAC层和应用层SIP协议,在底层链路切换
的同时,完成应用层会话的修改,加快了切换过程,减少了切换时延,
提高了切换成功率。本文基于NS2仿真平台,完成了相应的仿真平台
搭建过程,实现了SIP协议模块和WiMAX协议模块的融合,扩展了SIP
协议模块的部分消息,最终在基于SIP协议模块和WiMAX协议的统一
NS2平台上实现了基于WiMAX接入、支持SIP扩展功能的SIP会话建
立和修改过程。
( On the basis of study of WiMfAX and SIP, a new mechanism using
SIP to achieve end-to-end handoff under IEEE802.16e access networks is
Ob
proposed
handoffs,
in this thesis. The mechanism adopts a cross-layer design
which means that the l}iIAC layer handoff procedure can
interleaved with that of the application layer. During the handoff at link
)
- 2010-04-28 09:31:08下载
- 积分:1
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facerecognition
face recognition pca code
- 2012-05-03 17:28:42下载
- 积分:1
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声波测井波形资料中求取各个模式波 stc
从声波测井波形资料中求取各个模式波(非频散波)的慢度(速度),并绘制STC图(extract the slowness(velocity) of mode waves(no-dispersion wave) from acoustic logging data.and plot STC map.)
- 2012-11-05 22:02:23下载
- 积分:1
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ScieCompLec6Q1
solve boundary value problem of
Cousera课程Scientific Computing的Lecture 6对应的Quiz中Question 1的求解程序。
求解常微分方程的边值问题。
y =-4y (y of Theory: y=0.5*sin(2x))
x∈[0,1]
BC: y(0) = 0 y (1) = cos(2).
(solve boundary value problem of Cousera course Scientific Computing' s Lecture 6 corresponds Quiz Question 1 in the solution process. Solving boundary value problems for ordinary differential equations. y' ' =-4y (y of Theory: y = 0.5* sin (2x)) x ∈ [0,1] BC: y (0) = 0 y ' (1) = cos (2).)
- 2013-05-22 12:47:54下载
- 积分:1