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MatlabGUI_Harris
说明: 非常详细介绍了基于MatlabGUI的Harris角点检测程序的实现(Very detailed implementation of the program)
- 2011-03-18 16:38:58下载
- 积分:1
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original_DTC
基于最简单的直接转矩控制的matlab程序框图,经试验,完全可以正常运转(Based on the most simple and direct torque control matlab block diagram, the test, can operate normally)
- 2013-07-23 15:56:42下载
- 积分:1
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matlab
matlab代码元沙发三国电饭锅额收到了方恨少飞是飞(matlab yes)
- 2014-01-03 16:30:24下载
- 积分:1
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PSCAD_HHT_signals
MATLAB programs designed for Hilbert-huang processing of faulted energy system voltages obtained over PSCAD simulations.
- 2010-07-05 16:39:23下载
- 积分:1
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MIMO_System.m
Simulation for mimo system
- 2009-11-22 06:54:32下载
- 积分:1
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irep_2010_hopf_dg
Article published in IREP about Hopf bifurcation
- 2012-01-31 21:01:04下载
- 积分:1
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barcode
说明: 能够把一副由于照相时收的抖动造成的模糊的图像,变清晰,效果很好(Able to receive a shake when the camera due to blurred images, becoming clear, with good results)
- 2011-03-15 15:42:02下载
- 积分:1
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BP
说明: 改进后的BP神经网络,可以用于模型的优化和预测(The improved BP neural network can be used for optimization and prediction models)
- 2014-09-11 17:29:51下载
- 积分:1
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ACE-Docs-0306
ACE自适配通信环境(ADAPTIVE Communication Environment)是可自由使用、开放源码的面向对象(OO)框架(framework),它实现了许多用于并发通信软件的核心模式。ACE提供了一组丰富的可重用C++包装外观(wrapper facade)和框架组件,可跨多种平台完成通用的通信软件任务,其中包括:事件多路分离和事件处理器分派、信号处理、服务初始化、进程间通信、共享内存管理、消息路由、分布式服务动态(重)配置、并发执行和同步,等等。(ACE Adaptive Communication Environment (ADAPTIVE Communication Environment) is free to use, open source object-oriented (OO) framework (framework), it implements a number of concurrent communication software for the core model. ACE provides a rich set of reusable C++ Packaging appearance (wrapper facade) and the framework components, can be a variety of cross-platform communications software to complete common tasks, including: multi-way separation of incident and event processor assignment, signal handling, service initialization, interprocess communications, shared memory management, message routing, distributed service dynamically (re) configuration, concurrent execution and synchronization, and so on.)
- 2007-12-11 19:13:50下载
- 积分:1
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离散系统分析
已知一个LTI系统的差分方程为:
y[n]-1.143*y[n-1]+0.4128*y[n-2]=0.0675*x[n]+0.1349*x[n-1]+0.0675*x[n-2]
初始条件y(-1)=1,y(-2)=2,输入x(n)=u(n),计算系统的零输入响应
(known LTI system of a differential equation : y [n]-1.143* y [n-1] 0.4128* y [n-2] x = 0.0675* 0.1349 [n]* x [n-1] 0.0675* x [n-2] initial conditions y (1) = 1, y (2) = 2, input x (n) = u (n), we calculate the zero input response)
- 2005-08-28 19:52:12下载
- 积分:1