代码搜索:Non-linear

找到约 518 项符合「Non-linear」的源代码

代码结果 518
www.eeworm.com/read/471742/6888642

m pend0.m

%pend0.m %This program shows the relationship between A1 and the initial angle, for the %non-linear approximation of the pendulum's sin(theta) term clear; w0=1; a3=w0^2/6; imax=10; tol=1.e-5;
www.eeworm.com/read/395456/8172699

lua bisect.lua

-- bisection method for solving non-linear equations delta=1e-6 -- tolerance function bisect(f,a,b,fa,fb) local c=(a+b)/2 io.write(n," c=",c," a=",a," b=",b,"\n") if c==a or c==b or math.abs(a-b)
www.eeworm.com/read/368352/9700200

lua bisect.lua

-- bisection method for solving non-linear equations delta=1e-6 -- tolerance function bisect(f,a,b,fa,fb) local c=(a+b)/2 io.write(n," c=",c," a=",a," b=",b,"\n") if c==a or c==b or math.abs(a-b)
www.eeworm.com/read/170884/9781361

m tx_power_amplifier.m

% AMP - Non-linear power amplifier % % usage:[out,inPow,outPow,P3,P_I]=tx_power_amplifier(in,one_dB,G,R,s,N); % [out,inPow,outPow]=tx_power_amplifier(in,1,1,R,s,N,T); % % in:
www.eeworm.com/read/412334/11204223

m tx_power_amplifier.m

% AMP - Non-linear power amplifier % % usage:[out,inPow,outPow,P3,P_I]=tx_power_amplifier(in,one_dB,G,R,s,N); % [out,inPow,outPow]=tx_power_amplifier(in,1,1,R,s,N,T); % % in:
www.eeworm.com/read/335938/12489425

m tx_power_amplifier.m

% AMP - Non-linear power amplifier % % usage:[out,inPow,outPow,P3,P_I]=tx_power_amplifier(in,one_dB,G,R,s,N); % [out,inPow,outPow]=tx_power_amplifier(in,1,1,R,s,N,T); % % in:
www.eeworm.com/read/334435/12602586

m tx_power_amplifier.m

% AMP - Non-linear power amplifier % % usage:[out,inPow,outPow,P3,P_I]=tx_power_amplifier(in,one_dB,G,R,s,N); % [out,inPow,outPow]=tx_power_amplifier(in,1,1,R,s,N,T); % % in:
www.eeworm.com/read/134210/14000929

m tx_power_amplifier.m

% AMP - Non-linear power amplifier % % usage:[out,inPow,outPow,P3,P_I]=tx_power_amplifier(in,one_dB,G,R,s,N); % [out,inPow,outPow]=tx_power_amplifier(in,1,1,R,s,N,T); % % in:
www.eeworm.com/read/105158/15677077

lua bisect.lua

-- bisection method for solving non-linear equations delta=1e-6 -- tolerance function bisect(f,a,b,fa,fb) local c=(a+b)/2 io.write(n," c=",c," a=",a," b=",b,"\n") if c==a or c==b or math.abs(a-b)
www.eeworm.com/read/365849/9844689

m danl.m

function obj = pfsys(varargin) % Constructor for the DANL (Discrete Additive Non-Linear) model % % x(t+T) = f(x,t) + gu(x,t)*u(t) + gw(x,t)*w(t) % y(t) = h(x,t) + hu(x,t)*u(t) + e(t) % % Synta