代码搜索:reverse

找到约 4,015 项符合「reverse」的源代码

代码结果 4,015
www.eeworm.com/read/398074/8006211

c posbackwin.c

#include "posBackWin.h" #include "posProductManage.h" #include "posAccountManager.h" #include "posRecordQuery.h" int backWin() { WINDOW *winmain; int ch,k=-100,flag=0; if(has_colors())
www.eeworm.com/read/398074/8006359

c posaccountmanager.c

#include "posAccountManager.h" #include "posAddProduct.h" int PrintAccountWin(WINDOW * winmain) { mvwprintw(winmain,2,30,"帐 户 管 理"); wattron(winmain,A_REVERSE); mvwprintw(winmain,7,33,"1.添
www.eeworm.com/read/398074/8006393

c posrecordquery.c

#include "posRecordQuery.h" #include "posRecordQueryByDate.h" #include int RecoreQuery() { WINDOW *winmain; int ch,k=-100,flag=0; if(has_colors()) { start_color(); ini
www.eeworm.com/read/398074/8006451

c posproductmanage.c

#include "posProductManage.h" #include "posAddProduct.h" #include "posDeleteProduct.h" #include "posUpdateProduct.h" int productManager() { WINDOW *winmain; int ch,n,flag=0,m=-999; char bar
www.eeworm.com/read/297402/8024667

m p108_2.m

wns=[0.1:0.1:1]; z=0.55; yy=[]; t=0:.1:12; for i=1:length(wns) wn=wns(i); %z in (0,1) wd=wn*sqrt(1-z^2); th=atan(sqrt(1-z^2)/z); y=1-exp(-z*wn*t).*sin(wd*t+th)/sqrt(1-z^2); yy=[yy;y]
www.eeworm.com/read/297402/8025005

m p110_3.m

wns=[0.1:0.1:1]; z=0.707; yy=[]; t=0:.1:12; for i=1:length(wns) wn=wns(i); y=wn*exp(-z*wn*t).*sin(wn*sqrt(1-z^2)*t)/sqrt(1-z^2); yy=[yy;y]; end plot(t,yy) mesh(wns,t,yy'); set(gca,'
www.eeworm.com/read/197100/8030911

cpp serialis.cpp

/********************************************************************** * File: serialis.h (Formerly serialmac.h) * Description: Inline routines and macros for serialisation functions * Aut
www.eeworm.com/read/333154/12700607

c mowang.c

#include #include #define MAXQUEUE 200 int queue[MAXQUEUE]; int front=-1; int rear=-1; int EnQueue(char value) /*进队*/ { if(rear>=MAXQUEUE) return -1;
www.eeworm.com/read/145494/12718032

m p108_2.m

wns=[0.1:0.1:1]; z=0.55; yy=[]; t=0:.1:12; for i=1:length(wns) wn=wns(i); %z in (0,1) wd=wn*sqrt(1-z^2); th=atan(sqrt(1-z^2)/z); y=1-exp(-z*wn*t).*sin(wd*t+th)/sqrt(1-z^2); yy=[yy;y]