代码搜索：parameter
找到约 10,000 项符合「parameter」的源代码
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www.eeworm.com/read/361375/10056386
txt readme.txt
This sample will work only on Windows NT 3.51
Steps to try out the sample
===========================
1. Run "QLPC.EXE" without any command line parameters. This
will start the executable i
www.eeworm.com/read/165536/10058256
txt params.txt
ParamHandle
int ParamHandle( ParamBlock *pblock, int *argc, char
*argv[]) ;
ParamHandle is used to automat
www.eeworm.com/read/165425/10062664
v udevendpoints.v
/*
This file includes the specific endpoint input and output
delcarations as well as the reg declarations for those
signals.
*/
// This next session describes our endpoints and is specific
// t
www.eeworm.com/read/359333/10155948
txt note.txt
========================== Version 2.07a =======================================
Date: Oct. 09, 2000
-Padded 2 bytes in RxBuf to make IP header in the WORD boundary.
-Fixed the bug that if CPU t
www.eeworm.com/read/355636/10252448
txt note.txt
========================== Version 2.07a =======================================
Date: Oct. 09, 2000
-Padded 2 bytes in RxBuf to make IP header in the WORD boundary.
-Fixed the bug that if CPU t
www.eeworm.com/read/354597/10343400
txt params.txt
ParamHandle
int ParamHandle( ParamBlock *pblock, int *argc, char
*argv[]) ;
ParamHandle is used to automat
www.eeworm.com/read/425062/10382793
h k6963.h
//00x00--0FFFH is 4k byte ,--07ffh is 3k,--3ffh is 1k
//can not check data over range and array over range and reentrant invoke
//specially r/w LCM Over rage, can fly for reset hard in fact hardwar
www.eeworm.com/read/279208/10454998
h regctrl.h
/* /////////////////////////////////////////////////////////////////////////////////////////////////
// Copyright (c) Philips Semiconductors
//
// (C)PHILI
www.eeworm.com/read/160516/10523246
m get.m
%GET Get dataset parameter fields
%
% [VALUE1,VALUE2,...] = GET(A,FIELD1,FIELD2,...)
%
% INPUT
% A Dataset
% FIELDx Field names (strings)
%
% OUTPUT
% VALUEx Field values
%
% DESCRIP
www.eeworm.com/read/423357/10568889
m mie_1.m
function result = Mie_1(m, x)
% Rayleigh Approximation of Mie Efficiencies for given
% complex refractive-index ratio m=m'+im"
% and size parameter x=k0*a, k0= wave number in ambient medium,