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📄 model1.m

📁 Incorporating Prior Knowledge in Cubic Spline Approximation - Application to the Identification of R
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%Start
clear all
addpath '.\Libary'
load data_conc
load data_conc_big
cold = c;

M1 = [];
M2 = [];
cycmax = 100;

%31, 0%
[P1,P2] = rawnlsq(cold,t31,c31,0,0,[],1);
M1 = [M1, mean(P1)];
M2 = [M2, mean(P2)];

%31, 5%, yes
[P1,P2] = rawnlsq(cold,t31,c31,0.05,0,[],cycmax);
M1 = [M1, mean(P1)];
M2 = [M2, mean(P2)];

%31, 5%, no
[P1,P2] = rawnlsq(cold,t31,c31,0.05,1,[],cycmax);
M1 = [M1, mean(P1)];
M2 = [M2, mean(P2)];

%31, 10%, yes
[P1,P2] = rawnlsq(cold,t31,c31,0.10,0,[],cycmax);
M1 = [M1, mean(P1)];
M2 = [M2, mean(P2)];

%31, 10%, no
[P1,P2] = rawnlsq(cold,t31,c31,0.10,1,[],cycmax);
M1 = [M1, mean(P1)];
M2 = [M2, mean(P2)];

%12, 0%
[P1,P2] = rawnlsq(cold,t12,c12,0,0,[],1);
M1 = [M1, mean(P1)];
M2 = [M2, mean(P2)];

%12, 5%, yes
[P1,P2] = rawnlsq(cold,t12,c12,0.05,0,[],cycmax);
M1 = [M1, mean(P1)];
M2 = [M2, mean(P2)];

%12, 5%, no
[P1,P2] = rawnlsq(cold,t12,c12,0.05,1,[],cycmax);
M1 = [M1, mean(P1)];
M2 = [M2, mean(P2)];

%12, 10%, yes
[P1,P2] = rawnlsq(cold,t12,c12,0.10,0,[],cycmax);
M1 = [M1, mean(P1)];
M2 = [M2, mean(P2)];

%12, 10%, no
[P1,P2] = rawnlsq(cold,t12,c12,0.10,1,[],cycmax);
M1 = [M1, mean(P1)];
M2 = [M2, mean(P2)];

%End
M1
M2
save model1 M1 M2
rmpath '.\Libary'

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