📄 florenz_xz.m
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function florenz_xz(h_menu1_sub3_text_sigma,h_menu1_sub3_str_sigma,sigma,h_menu1_sub3_text_b,h_menu1_sub3_str_b,b,h_menu1_sub3_text_r,h_menu1_sub3_str_r,r,X0,Y0,Z0,t0,tf)
global X1 X2 X3 t %解方程并画出x-z的黑色平面轨线图
global h_menu1_sub3_str_sigma h_menu1_sub3_str_b h_menu1_sub3_str_r
global h_menu1_sub3_text_sigma h_menu1_sub3_text_b h_menu1_sub3_text_r
cla,set(h_menu1_sub3_text_sigma,'string',[h_menu1_sub3_str_sigma,sprintf('%1.4g\',sigma)]);
cla,set(h_menu1_sub3_text_b,'string',[h_menu1_sub3_str_b,sprintf('%1.4g\',b)]);
cla,set(h_menu1_sub3_text_r,'string',[h_menu1_sub3_str_r,sprintf('%1.4g\',r)]);
tspan=[t0,tf];f0=[X0;Y0;Z0];
[t,X]=ode45('DYDt2',tspan,f0,[],sigma,b,r);
X1=X(:,1);X2=X(:,2);X3=X(:,3);
x1=-20;x2=20;y1=-30;y2=30;
grid on , %设置网格线
hold on %保持网格线
axis auto, %自动容纳图形用axis auto,plot使用
plot(X1,X3,'k-'),hold on,
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