代码搜索：linear
找到约 10,000 项符合「linear」的源代码
代码结果 10,000
www.eeworm.com/read/381207/9104595
fig linear_array_gui.fig
www.eeworm.com/read/381207/9104617
m linear_array_gui.m
function varargout = linear_array_gui(varargin)
% LINEAR_ARRAY_GUI M-file for linear_array_gui.fig
% LINEAR_ARRAY_GUI, by itself, creates a new LINEAR_ARRAY_GUI or raises the existing
% s
www.eeworm.com/read/181664/9242540
m linear_recognize1.m
%自适应线性辨识
%************************************
%给定一个信号X,其持续时间为6秒,采样为每秒钟200次.用这个系统进行输入
time1=0:0.005:4;
time2=4.005:0.005:6;
time=[time1 time2];
X=sin(sin(time*4).*time*8);
figure(1);
plot(time
www.eeworm.com/read/181664/9242568
asv linear_recognize1.asv
%自适应线性辨识
%************************************
%给定一个信号X,其持续时间为6秒,采样为每秒钟200次.用这个系统进行输入
time1=0:0.005:4;
time2=4.005:0.005:6;
time=[time1 time2];
X=sin(sin(time*4).*time*8);
figure(1);
plot(time
www.eeworm.com/read/375399/9361904
m linear_constr2.m
function [xs, Vr, Aeq, beq] = linear_constr2(f,Np,Nu)
% linear constrains on the both the Neville filters
% Aeq*[p' u'] = beq
% general solution is: x = xs + Vr*phi, where phi is an arbitrary vecto
www.eeworm.com/read/375399/9361919
m linear_const34.m
function [Aeq, beq] = linear_const34(A1c, A2c, Np, Nd)
% linear constrains on the first two lifting steps for filter banks with
% more than two lifting steps
% Aeq*[p' u'] = beq
% Copyright (c) 20
www.eeworm.com/read/366367/9819817
m promgram for linear case.m
%N=input(' input coil turns = ');
%Np=input(' Pairs_of_Poles_Number= ');
%D=input(' Motor_Depth= ');
%Dso=input('Stator_outer_Diameter=');
%Dsi=input('Inner_Stator_Diameter=');
%Dro=input('O
www.eeworm.com/read/364310/9912618
fig linear_array_gui.fig
www.eeworm.com/read/364310/9912798
m linear_array_gui.m
function varargout = linear_array_gui(varargin)
% LINEAR_ARRAY_GUI M-file for linear_array_gui.fig
% LINEAR_ARRAY_GUI, by itself, creates a new LINEAR_ARRAY_GUI or raises the existing
% s
www.eeworm.com/read/166305/10024724
m single_linear_interpolation.m
% linear interpolation
clc;clear all;
L=500; % length of signal
LL=L+50;
Fs=1e6; % the sample frequency in Hz
M=1000; % numbers of interpolation
D=44.923e-6; % se