ode45 events function error

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Avinash Siravuru
Avinash Siravuru on 25 Nov 2014
Edited: Avinash Siravuru on 25 Nov 2014
Hi,
I am trying to integrate a systems of differential equations and I require it to stop at a certain condition. To this end, I tried using the events function that is built into the ode45 solver. However I get an error saying 'Too many input arguments'. More precisely,
'Error using events Too many input arguments.
Error in odeevents (line 29) eventValue = feval(eventFcn,t0,y0,eventArgs{:});
Error in ode45 (line 148) [haveEventFcn,eventFcn,eventArgs,valt,teout,yeout,ieout] = ...
Error in omega_single_main2 (line 18) [t,x] = ode45(@omegaSingleDynamics,[tin tout],x0,options); % xf(i,:)'
I looked up on this forum for suggestions and I tried them all and the problem still persists. Could someone please help me break this deadlock? I've spent way too much time trying to fix this problem. Thank you.
I have attached the code below.
function omega_single_main2
R2 = [1 0 0;0 0 0;0 0 -1]; % virtual constraint for q2 (in terms of q1)
e3 = [0 0 1]';
w01 = [0 -2.5 0];
q01 = Ry(-pi/12)*[0 0 1]';
q01 = q01';
x0 = [q01 w01];
tin = 0;
tout = 0.4;
options = odeset('Events',@events);
% options = odeset('RelTol',1e-7,'AbsTol',1e-9);
[t,x] = ode45(@omegaSingleDynamics,[tin tout],x0,options); % xf(i,:)
[r,m,Mh,Mt,L,g]= omega_modelparams;
nt = size(t,1);
%
x_new = omega_single_transition(x(nt,:)');
function dx = omegaSingleDynamics(t,x)
R2 = [1 0 0;0 0 0;0 0 -1]; % virtual constraint for q2 (in terms of q1)
q1 = x(1:3); % position variables
q2 = R2*q1;
q3 = [0 0 1]';
w1 = x(4:6); % ang vel variable
w2 = [0 0 0;0 -1 0;0 0 0]*w1;
w3 = [0 0 0]';
u2 = zeros(3,1);
u3 = zeros(3,1);
[M C G U] = omega_model(q1,q2,q3,w1,w2,w3,u2,u3);
dx(1:3,1) = hat(q1)*w1;
% dx(4:6,1) = hat(q2)*w2;
% dx(7:9,1) = hat(q3)*w3;
dx_bar = M\(U-G-C);
dx(4:6,1) = dx_bar(1:3);
% Ab = [-r*hat(q1) -r*hat(q2) zeros(3) eye(3)]*[w1;w2;w3;zeros(3,1)];
% Ab = norm(Ab);
function [value,isterminal,direction] = events(t,x)
r = 1;
q1 = x(1:3); % position variables
q2 = R2*q1;
q3 = [0 0 1]';
w1 = x(4:6); % ang vel variable
w2 = [0 0 0;0 -1 0;0 0 0]*w1;
w3 = [0 0 0]';
value= norm([-r*hat(q1) -r*hat(q2) zeros(3) eye(3)]*[w1;w2;w3;zeros(3,1)]);
isterminal=1;
direction=0;
end
% dx = dx'
end
end
function [M C G U] = omega_model(q1,q2,q3,w1,w2,w3,u2,u3)
[r,m,Mh,Mt,L,g]= omega_modelparams; % Robot Model Parameters
e1 = [1 0 0]';
e2 = [0 1 0]';
e3 = [0 0 1]';
M11 = (1.25*m + Mh + Mt)*r^2;
M12 = 0.5*m*r^2;
M13 = Mt*r*L;
M22 = 0.25*m*r^2;
M33 = Mt*L^2;
G1 = (1.5*m + Mh + Mt)*g*r;
G2 = 0.5*m*g*r;
G3 = Mt*g*L;
M = [M11*eye(3) -M12*hat(q1)*hat(q2) -M13*hat(q1)*hat(q3);
-M12*hat(q2)*hat(q1) M22*eye(3) zeros(3);
-M13*hat(q3)*hat(q1) zeros(3) M33*eye(3)];
C = [-M12*norm(w2)*hat(q1)*q2-M13*norm(w3)*hat(q1)*q3;
-M12*norm(w1)*hat(q2)*q1;
-M13*norm(w1)*hat(q3)*q1];
G = [ G1*hat(q1)*e3;
G2*hat(q2)*e3;
G3*hat(q3)*e3];
U = [zeros(3,1);hat(q2)*u2;hat(q3)*u3];
function[r,m,Mh,Mt,L,g]= three_leg_modelparams()
% Model Params
r=1; % length of a leg
m=5; % mass of a leg
Mh=15; % mass of hips
Mt=10; % mass of torso
L=0.5; % distance between hips and torso
g=-9.8; % acceleration due to gravity
end
function My = Ry(th) My = [cos(th) 0 sin(th);0 1 0;-sin(th) 0 cos(th)]; end
function ahat = hat(a) ahat = [0 -a(3) a(2);a(3) 0 -a(1);-a(2) a(1) 0]; end
  2 Comments
Geoff Hayes
Geoff Hayes on 25 Nov 2014
Avinash - I tried running your code, omega_single_main2, and it failed with a
Undefined function 'Ry' for input arguments of type 'double'.
What is Ry, a function or variable? Also, what is omega_modelparams?
The error message, Too many input arguments, is telling you that too many input arguments are being supplied to some function. For example,
sqrt(4,4)
generates the same error since I am providing two inputs instead of one. In your case, it isn't clear what line of code is generating this error message, so please update your question with all relevant error message text (so this would be all the red text from the Command Window).
Avinash Siravuru
Avinash Siravuru on 25 Nov 2014
Edited: Avinash Siravuru on 25 Nov 2014
Thank you Geoff! I apologize for missing out Ry and hat functions. I have updated the the question now. Also, I added the exact error message. Looking forward to your feedback.

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