How do I feed ODE45 a cell array ?

I am trying to solve an ODE which consists of function handles. In order to formulate the equation of state vector derivative of the System of 1st order ODEs, I collect these function handles in a cell array. It is not possible to store them in a normal array as far as I know. How do I feed the cell Array, which contains all the function handles to the ODE45 solver or do it differently?
Scheme of the problem:
%create cell and state array
state = @(x,y,z) [x;y;z];
Cell_array = cell(3);

%column selector
select_column = @(M, col_index) M(:,col_index);

%Define Matrix Functions, here 2 examples of Matrices
Matrix_1 = @(state) [1,1,state(1); 1,1,sin(state(2));1,1,state(3)];
Matrix_2 = @(state) [state(1),0,0; 0,state(2),0; 0,0, state(2)];

%select the columns
M1_c1 = @(state) select_column(Matrix_1(state),1);
M1_c2 = @(state) select_column(Matrix_1(state),2);
M1_c3 = @(state) select_column(Matrix_1(state),3);

%differential equations
state_dot_1 = @(state) Matrix_2(state) * M1_c1(state);
state_dot_2 = @(state) Matrix_2(state) * M1_c2(state);
state_dot_3 = @(state) Matrix_2(state) * M1_c3(state);

%fill cell array with differential equations
Cell_array{1} = state_dot_1;
Cell_array{2} = state_dot_2;
Cell_array{3} = state_dot_3;
I would now like to feed that cell_array to an ODE solver. This doesn’t work. But using a normal array doesn’t work either for these function handles. Does anyone know a work around ? I’m new to matlab and programming in general.I am trying to solve an ODE which consists of function handles. In order to formulate the equation of state vector derivative of the System of 1st order ODEs, I collect these function handles in a cell array. It is not possible to store them in a normal array as far as I know. How do I feed the cell Array, which contains all the function handles to the ODE45 solver or do it differently?
Scheme of the problem:
%create cell and state array
state = @(x,y,z) [x;y;z];
Cell_array = cell(3);

%column selector
select_column = @(M, col_index) M(:,col_index);

%Define Matrix Functions, here 2 examples of Matrices
Matrix_1 = @(state) [1,1,state(1); 1,1,sin(state(2));1,1,state(3)];
Matrix_2 = @(state) [state(1),0,0; 0,state(2),0; 0,0, state(2)];

%select the columns
M1_c1 = @(state) select_column(Matrix_1(state),1);
M1_c2 = @(state) select_column(Matrix_1(state),2);
M1_c3 = @(state) select_column(Matrix_1(state),3);

%differential equations
state_dot_1 = @(state) Matrix_2(state) * M1_c1(state);
state_dot_2 = @(state) Matrix_2(state) * M1_c2(state);
state_dot_3 = @(state) Matrix_2(state) * M1_c3(state);

%fill cell array with differential equations
Cell_array{1} = state_dot_1;
Cell_array{2} = state_dot_2;
Cell_array{3} = state_dot_3;
I would now like to feed that cell_array to an ODE solver. This doesn’t work. But using a normal array doesn’t work either for these function handles. Does anyone know a work around ? I’m new to matlab and programming in general. I am trying to solve an ODE which consists of function handles. In order to formulate the equation of state vector derivative of the System of 1st order ODEs, I collect these function handles in a cell array. It is not possible to store them in a normal array as far as I know. How do I feed the cell Array, which contains all the function handles to the ODE45 solver or do it differently?
Scheme of the problem:
%create cell and state array
state = @(x,y,z) [x;y;z];
Cell_array = cell(3);

%column selector
select_column = @(M, col_index) M(:,col_index);

%Define Matrix Functions, here 2 examples of Matrices
Matrix_1 = @(state) [1,1,state(1); 1,1,sin(state(2));1,1,state(3)];
Matrix_2 = @(state) [state(1),0,0; 0,state(2),0; 0,0, state(2)];

%select the columns
M1_c1 = @(state) select_column(Matrix_1(state),1);
M1_c2 = @(state) select_column(Matrix_1(state),2);
M1_c3 = @(state) select_column(Matrix_1(state),3);

%differential equations
state_dot_1 = @(state) Matrix_2(state) * M1_c1(state);
state_dot_2 = @(state) Matrix_2(state) * M1_c2(state);
state_dot_3 = @(state) Matrix_2(state) * M1_c3(state);

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