The code for nmpc is not working even if i put it in same folder ?
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nx = 4; %no. of states
ny = 2; %no. of outputs
nu = 2; %no. of inputs
n1 = nlmpc(nx,ny,nu);
n1.Model.StateFcn="statefunctiontank";
n1.Model.OutputFcn="outputtank";
n1.PredictionHorizon=400;
n1.ControlHorizon=50;
Ts = 0.25;
n1.Ts = Ts
%setting constraints on states
n1.States(1).Max=40;
n1.States(1).Min=0;
n1.States(2).Max=40;
n1.States(2).Min=0;
n1.States(3).Max=40;
n1.States(3).Min=0;
n1.States(4).Max=40;
n1.States(4).Min=0;
%setting constraints on output
n1.Ov(1).Max=40;
n1.Ov(1).Min=0;
n1.Ov(2).Max=40;
n1.Ov(2).Min=0;
%setting constraints on input
n1.Mv(1).Max=10;
n1.Mv(1).Min=0;
n1.Mv(2).Max=10;
n1.Mv(2).Min=0;
%Validate model fucntion at arbitrary point
x0=[10;15;13;15]
u=[5;07]
validateFcns(n1,x0,u)
function dxdt= statefunctiontank(x,u)
A1 = 28;
A2 = 32;
A3 = 28;
A4 = 32;
a1 = 0.071;
a2 = 0.057;
a3 = 0.071;
a4 = 0.057;
gamma1 = 0.70;
gamma2 = 0.60;
g = 981;
dxdt(1) = -a1/A1*sqrt(2*g*x(1)) + a3/A1*sqrt(2*g*x(3))+(gamma1/A1)*u(1);
dxdt(2) = -a2/A2*sqrt(2*g*x(2)) + a4/A2*sqrt(2*g*x(4))+(gamma2/A2)*u(2);
dxdt(3) = -a3/A3*sqrt(2*g*x(3)) + ((1-gamma2)/A3)*u(2);
dxdt(4) = -a4/A4*sqrt(2*g*x(4)) + ((1-gamma1)/A4)*u(1);
end
function [y] = outputtank(x)
y=[x(1);x(2)];
end
these functions i was using as different code and called these in above code but i was not able to get what i should do to correct it.
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採用された回答
Emmanouil Tzorakoleftherakis
2023 年 10 月 23 日
I wasn't able to reproduce the error. Both state and output functions must be in different .m files. I did that and put everything on the same folder and did not get the error you are seeing (once you get it to work you will get a different error because you need to transpose the output dimensions of the state function).
5 件のコメント
Emmanouil Tzorakoleftherakis
2023 年 10 月 23 日
The error looks self-explanatory - take a look at the definition of the output function and make sure it's consistent with what the nlmpc object requires. Looks like there should be one more argument in there. This page provides more information on how to define state and output functions:
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