How to solve this error in S-function "Error evaluating registered method 'Start' of MATLAB S-Function" , Caused by: No method 'ContStates' with matching signature found for class 'Simulink.MSFcnRunTimeBlock'.

Question

kemo 2013-11-13

0
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此问题的直接链接

https://ww2.mathworks.cn/matlabcentral/answers/105956-how-to-solve-this-error-in-s-function-error-evaluating-registered-method-start-of-matlab-s-functi

回答： fdb 2017-8-16

i am describing a dynamic system with 12 states . the error originates from the Initial conditions part , i have tried both start and Initialize conditions methods . please explain what i am doing wrong!.

note : the error message indicates error in the first line after " function start(block)"

Here is my code :

function MAV_dynamics(block)

setup(block);
%endfunction
function setup(block)
% Register number of dialog parameters
block.NumDialogPrms = 5; 
% Register number of input and output ports
block.NumInputPorts  = 6;
block.NumOutputPorts = 12;
% Setup functional port properties to dynamically be inherited.
% block.SetPreCompInpPortInfoToDynamic;
% block.SetPreCompOutPortInfoToDynamic;
block.InputPort(1).Dimensions        = 1;
block.InputPort(1).DirectFeedthrough = false;
block.InputPort(2).Dimensions        = 1;
block.InputPort(2).DirectFeedthrough = false;
block.InputPort(3).Dimensions        = 1;
block.InputPort(3).DirectFeedthrough = false;
block.InputPort(4).Dimensions        = 1;
block.InputPort(4).DirectFeedthrough = false;
block.InputPort(5).Dimensions        = 1;
block.InputPort(5).DirectFeedthrough = false;
block.InputPort(6).Dimensions        = 1;
block.InputPort(6).DirectFeedthrough = false;
    block.OutputPort(1).Dimensions       = 1;
    block.OutputPort(2).Dimensions       = 1;
    block.OutputPort(3).Dimensions       = 1;
    block.OutputPort(4).Dimensions       = 1;
    block.OutputPort(5).Dimensions       = 1;
    block.OutputPort(6).Dimensions       = 1;
    block.OutputPort(7).Dimensions       = 1;
    block.OutputPort(8).Dimensions       = 1;
    block.OutputPort(9).Dimensions       = 1;
    block.OutputPort(10).Dimensions      = 1;
    block.OutputPort(11).Dimensions      = 1;
    block.OutputPort(12).Dimensions      = 1;
% Set block sample time to continuous
block.SampleTimes = [0 0];
% Set up the continuous states.
block.NumContStates = 12;
% Set the block simStateCompliance to default (i.e., same as a built-in block)
block.SimStateCompliance = 'DefaultSimState';
% Register block methods
block.RegBlockMethod('Start', @Start);
block.RegBlockMethod('Derivatives', @Derivatives);
block.RegBlockMethod('SetInputPortSamplingMode', @SetInpPortFrameData);
block.RegBlockMethod('Outputs', @Outputs);
%endfunction
function Start(block)
block.ContStates(1).Data =0; !------------------Error-----------------!
block.ContStates(2).Data =0;
block.ContStates(3).Data =0;
block.ContStates(4).Data =0;
block.ContStates(5).Data =0;
block.ContStates(6).Data =0;
block.ContStates(7).Data =0;
block.ContStates(8).Data =0;
block.ContStates(9).Data =0;
block.ContStates(10).Data =0;
block.ContStates(11).Data =0;
block.ContStates(12).Data =0;
%endfunction

function Derivatives(block)

%-----States definition---------

Pn= block.ContStates(1).Data ;
Pe= block.ContStates(2).Data ;
Pd= block.ContStates(3).Data ;
U=  block.ContStates(4).Data ;
V=  block.ContStates(5).Data ;
W=  block.ContStates(6).Data ;
phi=block.ContStates(7).Data ;
thi=block.ContStates(8).Data ;
psi=block.ContStates(9).Data ;
P=  block.ContStates(10).Data;
Q=  block.ContStates(11).Data ;
R=  block.ContStates(12).Data ;
%-----Inputs definition---------
Fx=block.InputPort(1).Data;
Fy=block.InputPort(2).Data;
Fz=block.InputPort(3).Data;
l =block.InputPort(4).Data;
m =block.InputPort(5).Data;
n =block.InputPort(6).Data;
%-----Block parameters definition---------
   M  =block.DialogPrm(1).Data;
   Ix =block.DialogPrm(2).Data;
   Iy =block.DialogPrm(3).Data;
   Iz =block.DialogPrm(4).Data;
   Ixz=block.DialogPrm(5).Data;
   %-----Constants definition---------
   G=(Ix*Iz)-(Ixz^2);
   G1=(Ixz*(Ix-Iy+Iz))/G;
   G2=((Iz*(Iz-Iy))+Ixz^2)/G;
   G3=Iz/G;
   G4=Ixz/G;
   G5=(Iz-Ix)/Iy;
   G6=Ixz/Iy;
   G7=((Ix*(Ix-Iy))+Ixz^2)/G;
   G8=Ix/G;

block.Derivatives(1).Data = (cos(thi)*cos(psi)*U)+(((sin(phi)*sin(thi)*cos(psi))-(cos(phi)*sin(psi)))*V)+(((cos(phi)*sin(thi)*cos(psi))+(sin(phi)*sin(psi)))*W);

block.Derivatives(2).Data = (cos(thi)*cos(psi)*U)+(((sin(phi)*sin(thi)*sin(psi))+(cos(phi)*cos(psi)))*V)+(((cos(phi)*sin(thi)*sin(psi))-(sin(phi)*cos(psi)))*W);

block.Derivatives(3).Data =(-sin(thi)*U)+((sin(phi)*cos(thi))*V)+((cos(phi)*cos(thi))*W);

    block.Derivatives(4).Data=((R*V)-(Q*W))+(Fx/M);
    block.Derivatives(5).Data=((P*W)-(R*U))+(Fy/M);
    block.Derivatives(6).Data=((Q*U)-(P*V))+(Fz/M);
    block.Derivatives(7).Data=P+((sin(phi)*tan(thi))*Q)+((cos(phi)*tan(thi))*R);
    block.Derivatives(8).Data=(cos(phi)*Q)+(-sin(phi)*R);
    block.Derivatives(9).Data=((sin(phi)/cos(thi))*Q)+((cos(phi)/cos(thi))*R);
    block.Derivatives(10).Data=(G1*P*Q)-(G2*q*r)+ ((G3*l)+(G4*n));
    block.Derivatives(11).Data=(G5*P*R)-(G6*(P^2-R^2))+ (m/Iy);
    block.Derivatives(12).Data=(G7*P*Q)-(G1*q*r)+ ((G4*l)+(G8*n));
%endfunction

function SetInpPortFrameData(block, idx, fd)

block.InputPort(idx).SamplingMode = fd;
block.OutputPort(1).SamplingMode  = fd;
block.OutputPort(2).SamplingMode  = fd;
block.OutputPort(3).SamplingMode  = fd;
block.OutputPort(4).SamplingMode  = fd;
block.OutputPort(5).SamplingMode  = fd;
block.OutputPort(6).SamplingMode  = fd;
block.OutputPort(7).SamplingMode  = fd;
block.OutputPort(8).SamplingMode  = fd;
block.OutputPort(9).SamplingMode  = fd;
block.OutputPort(10).SamplingMode  = fd;
block.OutputPort(11).SamplingMode  = fd;
block.OutputPort(12).SamplingMode  = fd;
  %endfunction
function Outputs(block)
% y = x
block.OutputPort(1).Data = block.ContStates(1).Data;
block.OutputPort(2).Data = block.ContStates(2).Data;
block.OutputPort(3).Data = block.ContStates(3).Data;
block.OutputPort(4).Data = block.ContStates(4).Data;
block.OutputPort(5).Data = block.ContStates(5).Data;
block.OutputPort(6).Data = block.ContStates(6).Data;
block.OutputPort(7).Data = block.ContStates(7).Data;
block.OutputPort(8).Data = block.ContStates(8).Data;
block.OutputPort(9).Data = block.ContStates(9).Data;
block.OutputPort(10).Data = block.ContStates(10).Data;
block.OutputPort(11).Data = block.ContStates(11).Data;
block.OutputPort(12).Data = block.ContStates(12).Data;
%endfunction
-----------------------------------------------------------------------------------------------

Error message: Error evaluating registered method 'Start' of MATLAB S-Function 'MAV_dynamics' in 'MAV_Simulator/Level-2 MATLAB S-Function'. The following is the MATLAB call stack (file names and line numbers) that produced this error: ['C:\Users\Gk\Desktop\Matlab\training\S-function\MAV_dynamics.m'] [81]

Caused by: No method 'ContStates' with matching signature found for class 'Simulink.MSFcnRunTimeBlock'.

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fiza fiza 2017-1-6

Hi kemo,

Have you find the solution for this problem? I encountered the same error too.. very frustrated, since I need to solve this simulation ASAP.. Thanks..

communication_boy 2017-2-27

编辑：communication_boy 2017-2-27

Hi,

Have you solved this problem? I encountered it,too...

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Answer 1

fdb 2017-8-16

0
链接

此回答的直接链接

https://ww2.mathworks.cn/matlabcentral/answers/105956-how-to-solve-this-error-in-s-function-error-evaluating-registered-method-start-of-matlab-s-functi#answer_278112

I believe you cannot use this notation

block.ContStates(1).Data = 0; block.ContStates(2).Data = 0; ...

as the error "No method 'ContStates' with matching signature found..." implies. Rather use

block.ContStates.Data(1) = 0; block.ContStates.Data(2) = 0; ...

or declare a vector right-away block.ContStates.Data = zeros(12,1);

There is only one set of continuous states, whereas you can have multiple input- / output ports as well as disc. states(?) with multiple dimensions, hence the two-fold indexing in these cases.

Maybe not the most intuitive way to restrict the cont. states notation in that way.

BR Franz