Matematisk Model for Mavesækkens Tømning - Danmarks Tekniske ...
Matematisk Model for Mavesækkens Tømning - Danmarks Tekniske ...
Matematisk Model for Mavesækkens Tømning - Danmarks Tekniske ...
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108 MATLAB kode til simulering af <strong>for</strong>søgsscenarie<br />
26 Tx = [];<br />
27 G = [];<br />
28 I = [];<br />
29 X = [];<br />
30 IV ins = repmat(12,1,N); % Constant rate of insulin infusion [mU/min].<br />
31 IV glu = zeros(1,N);<br />
32 iv glu bolus = 0.0; % Glucosebolus at the beginning [g/min].<br />
33<br />
34 % Control algorithm <strong>for</strong> iv glucoseadministration.<br />
35 <strong>for</strong> t = 0:5:N−2<br />
36 if t == 0<br />
37 Xx = xss;<br />
38 end<br />
39 IV glu(t+1:t+5) = IV glu(t+1:t+5)+iv glu bolus;<br />
40 [tx,Gx,Ix,Xx] = Hovorka<strong>Model</strong>Simulation2Pancreas...<br />
41 (T(t+1):T(t+5),Xx,IV ins(t+1:t+5),IV glu(t+1:t+5),D(t+1:t+5),par);<br />
42 Xx = Xx(end,:)';<br />
43 if Gx > BS<br />
44 iv glu bolus = iv glu bolus − 0.25;<br />
45 elseif Gx < BS<br />
46 iv glu bolus = iv glu bolus + 0.25;<br />
47 end<br />
48 if iv glu bolus < 0<br />
49 iv glu bolus = 0;<br />
50 end<br />
51 Tx = [Tx; tx(1)];<br />
52 G = [G; Gx(1)];<br />
53 I = [I; Ix(1)];<br />
54 X = [X; Xx(1)];<br />
55 end<br />
56<br />
57 % Plot of glucose concentration in plasma.<br />
58 h = figure(1);<br />
59 subplot(221)<br />
60 plot([Tx(1) Tx(end)],[5 5],'r−',Tx,G,'b−','linewidth',2); grid;<br />
61 xlabel('time [min]','fontsize',14); ylabel('G (mmol/L)','fontsize',14);<br />
62 ylim([0 10]); xlim([Tx(1) Tx(end)]);<br />
63 text(60,6,'\downarrow','fontsize',14)<br />
64 hold on;<br />
65 fill([Tx(1) Tx(end) Tx(end) Tx(1)],...<br />
66 [70/par.MwG*10 70/par.MwG*10 140/par.MwG*10 140/par.MwG*10],...<br />
67 'g','facealpha',0.2)<br />
68 hold off<br />
69 set(get(h,'CurrentAxes'),'fontsize',14)<br />
70 legend('Target value of BS','Actual value of BS','Location','NorthEast')<br />
71<br />
72 % Plot of insulin concentration in plasma.<br />
73 subplot(222)<br />
74 plot(Tx,I,'b−','linewidth',2);<br />
75 grid; xlabel('time [min]','fontsize',14); ylabel('I (mU/L)','fontsize',14);<br />
76 xlim([Tx(1) Tx(end)])<br />
77 set(get(h,'CurrentAxes'),'fontsize',14)<br />
78<br />
79 % Plot of oral glucose load and iv glucose infusion.<br />
80 T=T/60;