Create a new model with the following blocks:

Save the model as call_stats_function_stateflow.

In the model, double-click the Chart block.

In the object palette, use the MATLAB function icon to add two functions in the empty chart.

Label each function as shown:

You must label each MATLAB function with its signature. Use the following syntax:

[return_val1,return_val2,...] = function_name(arg1,arg2,...)

You can specify multiple return values and multiple input arguments. Each return value and input argument can be a scalar, vector, or matrix of values. For MATLAB functions with only one return value, you can omit the brackets in the signature label.

In this example, the signatures are meanout = meanstats(vals) and stdevout = stdevstats(vals).

In the chart, add a default transition and connect it to a terminating junction. Add this condition action:

{
mean = meanstats(invals);
stdev = stdevstats(invals);
}

The chart now looks like this:

If the formal arguments of a function signature are scalars, verify that the inputs and outputs of the function calls follow the rules of scalar expansion. For more information, see Assign Values to All Elements of a Matrix.

In the Symbols pane, Stateflow shows the undefined data that you created in your chart. Click each symbol image under the Type column, and set invals as input data and stdev and mean as output data.

Connect the Constant and Display blocks to the ports of the Chart block and save the model.

Open the chart in the model call_stats_function_stateflow.

Open the function meanstats.

The function editor appears with the header:

function meanout = meanstats(vals)

The function takes this heading from the function label in the chart. When you edit the header directly in the editor, the changes appear in the chart after you close the editor.

On the line after the function header, enter:

%#codegen

The %#codegen compilation directive helps detect compile-time violations of syntax and semantics in MATLAB functions supported for code generation.

Enter a line space and add a comment that describes the purpose of the function::

% Calculates the statistical mean for vals

Add the line:

len = length(vals);

The length function in MATLAB supports code generation, and returns the length of a vector. For more functions that MATLAB supports for code generation, see Functions and Objects Supported for C/C++ Code Generation (MATLAB Coder).

MATLAB functions treat implicitly declared local data as temporary data, which exist only when the function is called and disappear when the function exits. You can declare local data for a MATLAB function in a chart to be persistent by using the persistent construct.

Enter this line to calculate the value of meanout:

meanout = avg(vals,len);

The function meanstats stores the mean of vals in the Stateflow data meanout. The parent Stateflow chart defines the data, so you can use them directly in the MATLAB function.

MATLAB functions treat two-dimensional arrays with a single row or column of elements as vectors or matrices. For example, in meanstats, the argument vals is a four-element vector. You can access the fourth element of this vector with the matrix notation vals(4,1) or the vector notation vals(4).

The MATLAB function uses the functions avg and sum to compute the value of mean. sum is a function supported for code generation. avg is a local function that you define later. When resolving function names, MATLAB functions in your chart look for local functions first, followed by functions supported for code generation.

Next, define plot as extrinsic, since it is not supported for code generation. Enter this statement:

coder.extrinsic("plot");

Enter this line to plot the input values in vals against their vector index.

plot(vals,"-+");

When the MATLAB function encounters an extrinsic function, it sends the call to the MATLAB workspace for execution during simulation.

Next, define the local function avg:

function meanfcn = avg(inputArray,inputSize)
meanfcn = sum(inputArray)/inputSize;

The header for avg defines two arguments, inputArray and inputSize, and a single return value, mean. The local function avg calculates the average of the elements in inputArray by dividing their sum by the value of argument inputSize.

The complete code for the function meanstats looks like this:

function meanout = meanstats(vals)
%#codegen

% Calculates the statistical mean for vals

len = length(vals);
meanout = avg(vals,len);

coder.extrinsic("plot");
plot(vals,"-+");

function meanfcn = avg(inputArray,inputSize)
meanfcn = sum(inputArray)/inputSize;

Save the model.

In the Stateflow chart, open the function stdevstats and add code to compute the standard deviation of the values in vals. The complete code looks like this:

function stdevout = stdevstats(vals)
%#codegen

% Calculates the standard deviation for vals

len = length(vals);
stdevout = sqrt(sum(((vals-avg(vals,len)).^2))/len);

function meanfcn = avg(inputArray,inputSize)
meanfcn = sum(inputArray)/inputSize;

Save the model again.