代码搜索:parameter

找到约 10,000 项符合「parameter」的源代码

代码结果 10,000
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v wave1.v

`timescale 10ns/1ns module wave1; reg wave; parameter cycle=10; initial begin wave=0; #(cycle/2) wave=1; #(cycle/2) wave=0; #(cycle/2) wave=1; #(cycle/2) wave=0; #(cycle/2
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v rom.v

module ROM(addr,data,oe); output[7:0] data; input[14:0] addr; input oe; reg[7:0] mem[0:255]; parameter DELAY = 100; assign #DELAY data=(oe==0) ? mem[addr] : 8'hzz; initial $readmemh("rom.he
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v test2.v

module test2; reg clk1,clk2; parameter CYCLE = 100; always begin {clk1,clk2} = 2'b10; #(CYCLE/4) {clk1,clk2} = 2'b01; #(CYCLE/4) {clk1,clk2} = 2'b11; #(CYCLE/4) {clk1,clk2} =
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v count4_tp.v

`timescale 1ns/1ns `include "count4.v" module coun4_tp; reg clk,reset; wire[3:0] out; parameter DELY=100; count4 mycount(out,reset,clk); always #(DELY/2) clk = ~clk; initial begin clk =0
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rpt mux16_1.map.rpt

Analysis & Synthesis report for mux16_1 Wed Dec 20 16:54:58 2006 Version 6.0 Build 178 04/27/2006 SJ Full Version --------------------- ; Table of Contents ; --------------------- 1. Legal
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m chap4_2.m

%Fuzzy Controller Design clear all; close all; a=newfis('fuzzf'); f1=1; a=addvar(a,'input','e',[-3*f1,3*f1]); %Parameter e a=addmf(a,'input',1,'NB','zmf',[-3*f1,-1*f1]); a=addmf(
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m chap4_1.m

%Fuzzy Control for water tank clear all; close all; a=newfis('fuzz_tank'); a=addvar(a,'input','e',[-3,3]); %Parameter e a=addmf(a,'input',1,'NB','zmf',[-3,-1]); a=addmf(a,'input',
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m chap4_7a.m

%Fuzzy Tunning PID Control clear all; close all; a=newfis('fuzzpid'); a=addvar(a,'input','e',[-3,3]); %Parameter e a=addmf(a,'input',1,'NB','zmf',[-3,-1]); a=addmf(a,'
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m kaiser_window_parameters_for_filter_design.m

% kparm.m - Kaiser window parameters for filter design. % % [alpha, N] = kparm(DF, A) % % alpha = window shape parameter % N = window length (odd) % DF = Df/fs = transition width in units of fs % A =
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m kaiser_window.m

% kwind.m - Kaiser window. % % w = kwind(alpha, N) = row vector % % alpha = Kaiser window shape parameter % N = 2M+1 = window length (must be odd) function w = kwind(alpha, N) M = (N-1) / 2; den