--- a +++ b/RadOnly/duringradNordic.m @@ -0,0 +1,112 @@ +% Nordic data + +% close all; +% clear all; +% clc; +% +% A = [0.582524272 1.775558091 2.396400663 1.15442849 +% 4.077669903 6.663939896 39.47990442 3.027863288 +% 21.84466019 15.40826211 35.45289504 7.07123329 +% 52.13592233 5.475642047 39.62169648 2.283024419 +% ]; +% t_final = 40; +% %D = 0:1:60; +% t = 1:0.01:t_final; +% D = A(:,1); +% +% x = zeros(length(t),length(D)*2); +% r1 = 0.6:0.01:0.9; +% +% for j = 1:length(r1) +% r = r1(j); +% clear x; +% for i = 1:length(D) +% i +% x(:,2*i-1:2*i) = ode4(@sys_ndRadNordic,t,[1;0],D(i),r); +% PMCells_after_Saturation(i) = x(end,2*i); +% ERR_thyroid(i) = x(end,2*i); % +% end +% +% Ncells_EndofRad = x(end,1*i); +% PMcells_EndofRad = x(end,2*i); +% +% figure(1) +% hold on +% plot(D,ERR_thyroid) +% +% %------- Thyroid ERR data due to HL from Shuryak--------% +% +% x = A(:,1); +% y = A(:,2); +% +% U = A(:,3); +% L = A(:,4); +% +% U1 = U-y; +% L1 = y-L; +% +% errorbar(x,y,L1,U1,'bo') +% hold off +% +% Y1 = PMCells_after_Saturation; +% Y2 = A(:,2)'; +% E = (Y1-Y2).^2; +% E1(j) = sqrt(sum(E)/length(Y1)) +% +% end +% +% figure +% plot(r1,E1) +% % + +% % This code is for implementing RT +% % Radiation therapy first and then Chemotherapy + +close all; +clear all; +clc; + +A = [0.582524272 1.775558091 2.396400663 1.15442849 +4.077669903 6.663939896 39.47990442 3.027863288 +21.84466019 15.40826211 35.45289504 7.07123329 +52.13592233 5.475642047 39.62169648 2.283024419 +]; +t_final = 40; +D = 0:1:60; +t = 1:0.01:t_final; + +x = zeros(length(t),length(D)*2); +for i = 1:length(D) + i + x(:,2*i-1:2*i) = ode4(@sys_ndRadLESG,t,[1;0],D(i)); + PMCells_after_Saturation(i) = x(end,2*i); + ERR_thyroid(i) = x(end,2*i); +end + +Ncells_EndofRad = x(end,1*i); +PMcells_EndofRad = x(end,2*i); + +figure(1) +hold on +plot(D,ERR_thyroid) + +%plot(D,PMCells_after_Saturation) + +%------- Thyroid ERR data --------% +x = A(:,1); +y = A(:,2); + +U = A(:,3); +L = A(:,4); + +U1 = U-y; +L1 = y-L; + +errorbar(x,y,L1,U1,'bo') +hold off + +%Y1 = PMCells_after_Saturation; +%Y2 = A(:,2)'; +%E = (Y1-Y2).^2; +%E1(j) = sum(E)/length(Y1) +