Embest S3C44B0X Evaluation Board RTC Test Example RTC Check(Y/N)? y Set Default Time at 2004-12-31 FRI 23:59:59 Set Alarm Time at 2005-01-01 00:00:01 ... RTC Alarm Interrupt O.K. ... Current Time is 2005-01-01 SAT 00:00:01 RTC Working now. To set date(Y/N)? y Current date is (2005,01,01, SAT). input new date (yy-mm-dd w): 5-2-23 3 Current date is: 2005-02-23 WED RTC Working now. To set time(Y/N)? y Current time is (00:00:21). To set time(hh:mm:ss): 19:32:5 Current Time is 2005-02-23 WED 19:32:
標簽： Evaluation RTC S3C44B0X Default
上傳時間： 2014-01-03
上傳用戶：baiom
三次樣條插值程序。編譯運行本程序后，程序會彈出窗口及問句：“input the number of intervals:”，輸入插值的次數即可，程序將得到的次數保存在變量int n中。如果輸入的插值次數正確（n>=2），程序會顯示下一語句："input the value of the variable:"，此時輸入插值點即可，程序將得到的插值點保存在變量double v中。若插值點正確（v>=0&&v<=6）,則程序將輸出插值結果。
上傳時間： 2014-01-16
上傳用戶：Avoid98
圖的深度優先遍歷和廣度優先遍歷，以鄰接矩陣方式輸入。（按照提示輸入）！ - The chart depth first spreads the calendar and the breadth first spreads the calendar, is next the matrix way input. (According
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上傳時間： 2014-01-27
上傳用戶：徐孺
這是CISS會議上發表的著名論文“Tensor Canonical decomposition based method for blind identification of MIMO system with 3-input 2-output case”的源程序，主要是講基于張量規范分解的多天線系統的忙識別問題，里邊包含了相應的文章，可以一起對照著看。
標簽： identification decomposition Canonical Tensor
上傳時間： 2015-10-21
上傳用戶：牛津鞋
This simulation script set allows for an OFDM transmission to be simulated. Imagetx.m generates the OFDM signal, saving it as a windows WAV file. This allows the OFDM signal to be played out a sound card and recorded back. Imagerx.m decodes the WAV to extract the data. settings.m contains all the common settings to specify all the simulation parameters such as FFT size, number of carriers, input data source file, input and output WAV files, etc.
標簽： transmission simulation generates simulated
上傳時間： 2013-12-15
上傳用戶：dyctj
<％@ LANGUAGE="VBSCRIPT" ％> <!--#include file="util.asp" --> <％ Head="您放入購物車的物品已經全數退回！" Session("ProductList") = "" ％> <html> <head> <meta http-equiv="Content-Type" content="text/html charset=gb2312"> <STYLE type=text/css>.main { FONT-SIZE: 9pt } .main1 { FONT-SIZE: 14px } </STYLE> <title>清空購物車</title> </head> <body topmargin="5" bgcolor="#E6E4C4"> <diiv align="center"><center> <table width="100％" border="0" class="table1" bordercolor="#62ACFF" cellspacing="0" class=main1> <tr> <td width="80％" valign="top"> <p align="center" class=main1><％=Head％></p> <p align="center"> <br><input type="button" value="關閉" name="B2" onclick="window.close() " style="font-size: 9pt"></td> </tr> </table> </center></div> </body> </html>
標簽： lt LANGUAGE VBSCRIPT include
上傳時間： 2015-11-05
上傳用戶：zhaoq123
用php開發的crm系統， 推薦使用php4 + MYSQL 4搭建！！ 采用Sugar Suite v4.0.1為核心！ For a list of new features and other important information about Sugar Suite 4.0.1, please see the ReleaseNotes.doc file. Our goal continues to be to build the customer relationship management system that you have always wanted, so your input is vital. To share ideas with the Sugar Community, ask questions, find answers and submit feedback, please visit our Sugar Forums at http://forums.sugarcrm.com.
上傳時間： 2013-12-31
上傳用戶：z1191176801
design LP,HP,B S digital Butterworth and Chebyshev filter. All array has been specified internally,so user only need to input f1,f2,f3,f4,fs(in hz), alpha1,alpha2(in db) and iband (to specify the type of to design). This program output hk(z)=bk(z)/ak(z),k=1,2,..., ksection and the freq.
標簽： Butterworth internally Chebyshev specified
上傳時間： 2015-11-08
上傳用戶：253189838
EDB (Evan s Debugger) is a QT4 based binary mode debugger with the goal of having usability on par with OllyDbg. It uses a plugin architecture, so adding new features can be done with ease. The current release is for Linux, but future releases will target more platforms. Release focus: Major feature enhancements Changes: A new disassembly engine. A bug that could cause crashing was fixed. There is a new flags breakdown in the register view, an environment view plugin, and improved analysis (including a good speed increase). A bug in QT where disabled events could be triggered has been worked around.
標簽： usability Debugger debugger binary
上傳時間： 2013-12-21
上傳用戶：gundamwzc
已知：Sn= 1＋1／2＋1／3＋…＋1／n。顯然對于任意一個整數K，當n足夠大的時候，Sn大于K。 現給出一個整數K（1<=k<=15），要求計算出一個最小的n；使得Sn＞K。 Input 鍵盤輸入 k Output 屏幕輸出 n Sample Input 1 Sample Output 2 Source
上傳時間： 2014-01-25
上傳用戶：ruixue198909
