代码搜索:Controled

找到约 19 项符合「Controled」的源代码

代码结果 19
www.eeworm.com/read/17055/709561

js spacegallery.js

/** * * Spacegallery * Author: Stefan Petre www.eyecon.ro * */ (function($){ EYE.extend({ spacegallery: { //default options (many options are controled via CSS) def
www.eeworm.com/read/430506/1929498

m creatset.m

function result = creatset(action,varargin) % CREATSET interactive data sets generator. % % Generator is fully controled by mouse. The mouse buttons have % the following functions: % ------------
www.eeworm.com/read/373460/2761932

m creatset.m

function result = creatset(action,varargin) % CREATSET interactive data sets generator. % % Generator is fully controled by mouse. The mouse buttons have % the following functions: % ------------
www.eeworm.com/read/367442/9748127

m creatset.m

function result = creatset(action,varargin) % CREATSET interactive data sets generator. % % Generator is fully controled by mouse. The mouse buttons have % the following functions: % ------------
www.eeworm.com/read/489612/6466755

m elipsnorm.m

function y = elipsnorm(m,cov,level,dashed); % % draws one contour plot of a bivariate % gaussian density with mean "m" and covariance % matrix "cov". % The level is controled by "level". % If "
www.eeworm.com/read/118537/14864431

java testfan.java

//:TestFan.java /** *The programme used to show a rotating fan controled by an independent "Thread" *@author HaiXian Wu in Software College Grade 2003 Class 2 ID:1033710201 *@version 1.0 *Pr
www.eeworm.com/read/192559/5153144

sources

!IF 0 Copyright(c) 1998,1999 SIC/Hitachi,Ltd. Module Name: sources Revision History: 26th May 1999 Released 28th June 1999 Modified to be controled by ENABLE_IRDA !EN
www.eeworm.com/read/192559/5154589

sources

!IF 0 Copyright(c) 1998,1999 SIC/Hitachi,Ltd. Module Name: sources Revision History: 26th May 1999 Released 28th June 1999 Modified to be controled by ENABLE_IRDA !EN
www.eeworm.com/read/473402/6852024

m gpc1.m

% Procedure GPC simulation % The system controled has impulse TF H(q)=K(q-b)/((q-1)(q-a)); % Where q is delay factor, a=exp(-h), K=exp(-h)-1+h, b=1-h(1-exp(-h))/(exp(-h)-1+h) % h is simple interval