代码搜索：fprintf
找到约 10,000 项符合「fprintf」的源代码
代码结果 10,000
www.eeworm.com/read/241838/13113398
asv calpos.asv
function[x,y,z]= CalPos(PRN,time)
global EphDat
t1=TimetoJD(time(1),time(2),time(3),time(4),time(5),time(6));
t2=TimetoJD(time(1),time(2),time(3),0,0,0);
tic %start
EphDat=ReadGpsData;
sz=si
www.eeworm.com/read/241838/13113399
m calpos.m
function [x,y,z]= CalPos(PRN,time)
global EphDat
t1=TimetoJD(time(1),time(2),time(3),time(4),time(5),time(6));
t2=TimetoJD(time(1),time(2),time(3),0,0,0);
tic %start
EphDat=ReadGpsData;
sz=s
www.eeworm.com/read/241836/13113514
m adja.m
function adja(uw,fit2) %方位角精度评定
global m3 x y s t az
lo=206264.8062470964;
fprintf(fit2,'adjusted azimath \n i pn(s) pn(t) az va(") az+va ma');
for i=1:m3
d
www.eeworm.com/read/241836/13113517
m poly_fuhe.m
function poly_fuhe(e,d,sid,g,f,dir,si,ni,ed,dd,pn,x0,y0)
%符合导线闭合差计算
global pathname net_name c5_datafile
c5_datafile='_fuhe.out';
fit2=fopen(strcat(pathname,net_name,c5_datafile),'wt');
[p1,p2,
www.eeworm.com/read/241836/13113603
m plot_ellipse.m
function plot_ellipse(fit2,x,y,a,b,fi,scale)
BETA = pi/ 30;
fe=fi*pi/180;
for j = 1:60
XE(j) = x + (b*cos(fe)*sin(BETA * j)+a *sin(fe)*cos (BETA * j))*scale;
YE(j) = y - (b*sin(fe)*sin(BETA * j
www.eeworm.com/read/241836/13113755
m sidevalue.m
function sidevalue(fit2,layername,groesse,side,x1,y1,x2,y2)
%----write side
fprintf(fit2,'0\n'); fprintf(fit2,'TEXT\n');
fprintf(fit2,'8\n'); fprintf(fit2,'%s\n',layername);
x=(x1+x2)/2;y=(y1+y2)/
www.eeworm.com/read/241836/13113787
asv poly_fuhe.asv
function poly_fuhe(e,d,sid,g,f,dir,si,ni,ed,dd,pn,x0,y0)
%符合导线闭合差计算
global pathname net_name c5_datafile
c5_datafile='_fuhe.out';
fit2=fopen(strcat(pathname,net_name,c5_datafile),'wt');
[p1,p2,
www.eeworm.com/read/241836/13113825
m poletermerr.m
function[err,maxdiff]=poletermerr(cpp2,mr,tr,g,f,dir,si,ni,pn,md)
%计算极条件闭合差和限差=====================================================
n=size(cpp2,2);
err=[];
maxdiff=[];
for i=1:n
site=cpp2{
www.eeworm.com/read/241836/13113849
m adja.m
function adja(uw,fit2) %方位角精度评定
global m3 x y s t az
lo=206264.8062470964;
fprintf(fit2,'adjusted azimath \n i pn(s) pn(t) az va(") az+va ma');
for i=1:m3
d
www.eeworm.com/read/241836/13113854
m poly_fuhe.m
function poly_fuhe(e,d,sid,g,f,dir,si,ni,ed,dd,pn,x0,y0)
%符合导线闭合差计算
global pathname net_name c5_datafile
c5_datafile='_fuhe.out';
fit2=fopen(strcat(pathname,net_name,c5_datafile),'wt');
[p1,p2,