代码搜索:舒服点

找到约 10,000 项符合「舒服点」的源代码

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www.eeworm.com/read/364978/9885012

cpp generalizedinversionsingularvalue.cpp

//GeneralizedInversionSingularValue.cpp //广义逆的奇异值分解 #include //输入输出流 #include "Matrix.h" //矩阵类及相关函数等的定义 using namespace std; //名字空间 void main() // 定义控制台应用程序的入口点 { doub
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cpp matrixsymmetry.cpp

//MatrixSymmetry.cpp 判断矩阵对称 #include //输入输出流 #include "Matrix.h" //矩阵类及相关函数等的定义 using namespace std; //名字空间 void main() // 定义控制台应用程序的入口点 { const double dma[4][4] = { {
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cpp interpolation2variable3points.cpp

//Interpolation2Variable3Points.cpp //二元三点插值 #include //输入输出流头文件 #include "Interpolation.h" //插值头文件 void main() { int i, j; double u, v, w; valarray x(6), y(
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cpp interpolation1variable3pointsnotisometry.cpp

//Interpolation1Variable3PointsNotIsometry.cpp //一元三点不等距插值 #include //输入输出流头文件 #include "Interpolation.h" //插值头文件 void main() { double t,s; double x[5] = {1.615, 1.634, 1.7
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m dir2ladr.m

function [K,C] = dir2ladr(b,a) % 直接型到极点-零点格/梯型的型式转换 % ----------------------------------------------------------- % [K,C] = dir2ladr(b,a) % K = 格型系数(反射系数), [K1,...,KN] % C = 梯型系数, [C0,...,CN]
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m blackman.m

function w_black = Blackman(M); % M-点 Blackman 窗函数 % ----------------------- % w_black = Blackman(M); % M1 = M-1; m = [0:1:M1]; w_black = abs(0.42 - 0.5*cos(2*pi*m'/(M1)) + 0.08*cos(4*pi*m'/(
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m ex041100.m

% 第四章: 例4.11: % z-平面函数: % a) b = [1,0]; a = [1, -0.9]; pzplotz(b,a); title('极点-零点图'); text(0.85,-0.1,'0.9');text(0.01,-0.1,'0');pause, print -deps fg0407.eps % b) [H,w]=freqz(b,a,100); magH
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java nestedcontainer.java

/* 范例名称:容器的嵌套使用举例 * 源文件名称:NestedContainer.java * 要 点:嵌套的多个容器可以分别采用不同的布局管理器 */ import java.awt.*; public class NestedContainer { public static void main(String args[]) { Frame f = ne
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java awtdrawing2.java

/* 范例名称:AWT 绘图举例 * 源文件名称:AWTDrawing2.java * 要 点: * 1. AWT组件绘图原理 * 2. Graphics类及常用绘图方法 */ import java.awt.*; class SubPanel extends Panel{ public void paint(Graphics g){ g.draw
www.eeworm.com/read/166190/10030144

m ex345.m

num=[5,20];den=[0.01,0.5,6,20]; G=tf(num,den); t=[0:0.1:20];u=5+2*t+8*t.^2; %注意:t2应写成"t.^2",即点运算的形式 lsim (G,u,t); Grid on;