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pn_catch_83_test.v

`timescale 1ns / 1ps //////////////////////////////////////////////////////////////////////////////// // Company: // Engineer: // // Create Date: 08:27:24 12/29/07 // Design Name: // Mo

ofdm_optimal_tx.m

binary = InputPort1.Sequence; RF_signal = InputPort2.Sampled.Signal; RF_length = length(RF_signal); binleng=length(binary); %plot(RF_length,binleng); %time_signal = InputPort2.Sampled.Time; Bitr

xil_rgb2ycrcb_init_mdl.m

function [input_image, input_image_r, input_image_g, input_image_b, matlab_y, matlab_cr, matlab_cb] = Xil_RGB2YCrCb_init_mdl() %input_image = imread('paradise.ppm','ppm'); %input_image = imread('p

status_line.c

/* This file was contributed by Suzanne Skinner and is copyrighted under the GNU General Public License. (C) 2002 Suzanne Skinner. The code contained in this file is free software; you can r

xil_rgb2ycrcb_init_mdl.m

function [input_image, input_image_r, input_image_g, input_image_b, matlab_y, matlab_cr, matlab_cb] = Xil_RGB2YCrCb_init_mdl() %input_image = imread('paradise.ppm','ppm'); %input_image = imread('p

miden_ch.&&&

% % setting up screen % % Retain compatability with costback main=w1; clf; figure(main); set(main,'Name','1st order plant identification'); pic_ax = axes('Position',[0.37 0.45 0.55 0

miden_ch.m

% % setting up screen % % Retain compatability with costback main=w1; clf; figure(main); set(main,'Name','1st order plant identification'); pic_ax = axes('Position',[0.37 0.45 0.55 0

miden_ch.&&&

% % setting up screen % % Retain compatability with costback main=w1; clf; figure(main); set(main,'Name','1st order plant identification'); pic_ax = axes('Position',[0.37 0.45 0.55 0

miden_ch.m

% % setting up screen % % Retain compatability with costback main=w1; clf; figure(main); set(main,'Name','1st order plant identification'); pic_ax = axes('Position',[0.37 0.45 0.55 0

miden_ch.&&&

% % setting up screen % % Retain compatability with costback main=w1; clf; figure(main); set(main,'Name','1st order plant identification'); pic_ax = axes('Position',[0.37 0.45 0.55 0