代码搜索:fprintf

找到约 10,000 项符合「fprintf」的源代码

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www.eeworm.com/read/365357/9866386

m writemat.m

function writemat (fid,text,matrix,format) %WRITEMAT: Write the contents of a matrix to a file % % Input arguments: % fid: File identifier: % 0: Do not write at all %
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m dirprob.m

echo on %-------------------------------------------------- % DirProb % Example direct geodetic problem. Computes % lat,lon,ht of 2nd point from distance,azimuth, % vertical angle from 1st poin
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m invprob.m

echo on %-------------------------------------------------- % InvProb % Example inverse geodetic problem. Computes % azimuth, vertical angle and distance from 1st % to 2nd point. % 7 Jul 96 % %
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m dirinv.m

%echo on %-------------------------------------------------- % DirInv % Script to perform direct or inverse geodetic % problem. % 01 May 96 % % Required M-files: dms2rad, rad2dms, inverse, direct
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m cc.m

% CC clears all variables and closes figures % $Revision: 1.4 $ $Date: 2001/09/28 14:24:30 $ % Bert Kampes, 1/03/00 %%% Remove really everything. Reset more, warning, etc. echo off; close all forc
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m plotersdop.m

function plotersdop(rawdatafile,len,nlines,headerbytes,ave); % function plotersdop(rawdatafile,len,nlines,headerbytes,ave); % % Function to estimate Doppler centroid using the average phase shift %
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m anafracdemo.m

% anafracdemo % Demonstration script to play around with fractal stuff % % Ramon Hanssen, May 2000 fprintf(1,' First simulate a 2D fractal surface with beta = 8/3, 50 by 50 km, 200 m sampling \n');
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m fractopo.m

function fractopo(D2) % % fractopo(D2) % % script to create fractal topography % based on fractal dimension D2 % % example: fractopo(2.2) % % Ramon Hanssen, April 2000 if nargin==0,help fractopo;br
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m anafrac2d.m

function [freq,powerv,powerh] = anafrac2D(fsurf,dx,figstart,rotational) % [freq,powerv,powerh] = anafrac2D(fsurf,dx,[figstart],[rotational]) % % Function to analyze the fractal characteristics of a
www.eeworm.com/read/365318/9869914

m checkfr.m

% checkfrac % % % script to check what the 1D and 2D power spectra of a % simulated fractal surface yield clear % stel sampling interval = 20 m dx = 0.02; N = 128; beta = 8/3; fprint