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Error using bvp4c (singular jacobian encountered)
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Hi,
I'm trying to run the following code, but keep running into an error:
E,I, F, and all other parameters below are constant and defined before running this solver.
init=bvpinit(0:0.01:1,u1);
sol = bvp4c(@(sig,u)odefun(sig,u,s_obj,x_obj,y_obj,theta_obj,theta0,F,E,I,x(1),y(1)),...
@(uinitial,u1)bc(uinitial,u1,s_obj,x0,y0,theta_obj,theta0,F,E,I,x1,y1),...
init);
function du=odefun(sig,u,s_obj,x_obj,y_obj,theta_obj,theta,F,E,I,x,y)
f=sqrt(F(1)^2+F(2)^2);
du(1)= s_obj*cos(theta);
du(2)= s_obj*sin(theta);
du(3)= s_obj*((g_tag(s_obj,theta)*h_taggaim(s_obj,theta)-h_tag(s_obj,theta)*g_taggaim(s_obj,theta))...
/((g_tag(s_obj,theta)^2)+(h_tag(s_obj,theta))^2)^(3/2))...
+(s_obj*f)/(E*I)*((x_obj-x)*cos(theta_obj)+(y_obj-y)*sin(theta_obj));
du(4)= 0;
du(5)= 0;
du(6)= 0;
du(7)= 0; du=du';
end
function res=bc(u0,u,s_obj,x0,y0,theta_obj,theta0,F,E,I,x1,y1)
res=[u0(1)-x0
u0(2)-y0
u0(3)-theta0
u(1)-x1
u(2)-y1
u(6)-theta_obj
u(7)-s_obj]';
end
function a=g_tag(s_obj,theta)
a=s_obj*cos(theta) ;
end
function b=g_taggaim(s_obj,theta)
b=-s_obj*sin(theta);
end
function aa=h_tag(s_obj,theta)
aa=s_obj*sin(theta);
end
function bb=h_taggaim(s_obj,theta)
bb=s_obj*cos(theta);
end
Thanks!
10 Comments
Stephan
on 3 Jun 2020
Karin, we could dicuss this here for the next years... F should be a vector of length 2, there are also other issues. Why not just post the complete code that you use and that produces the error? Why are you making it that hard?
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