I want to use the blocks of a simulink model like inputs and outputs with Matlab code.
Dear Sarra ,
I think the following ling will be helpful for you. It has the detailed description what you want.
Best wishes.
http://ctms.engin.umich.edu/CTMS/index.php?aux=Extras_Imatlab
Thank you very much Bhaskar.
Actually, I want to create a model with Matlab Code using blocks, inputs and outputs of another model.
Written text, that helps:
http://de.mathworks.com/help/simulink/ug/creating-an-example-model-that-uses-a-matlab-function-block.html
or a video (slightly different focus):
https://de.mathworks.com/videos/creating-a-simulink-block-using-matlab-code-98734.html
Best regards,
Martin
Thank you.
But, I want to add the same blocks of a model1 in my new model 2. The model 1 may vary.
So, I am looking for a method that enable me to extract for exemple the inputs of the model 1 ( can vary so I don't know what it contains) and put them in a new model
Could you go a little bit more into details? I don't understand what exactly you wanna do. And especiqlly, where now Matlab comes into play...
There's lots of potential concept - from linking to model input ports to the workspace, from simulation those models (more than one) from the Matlab command line via sim(), to building submodels from a model and copy it to the other... But for a better hint I need to understand the true problem :-)
Bye,
Martin
Thank you M.WOLF for your response.
Currently, I am doing an internship in the field of Model-Based Requirements Engineering . I have to make the step of validating of the requirements modeled on Simulink automatic. I need to extract the names of blocks, Inputs, ... (the information) from the model where I the requirements where modeled in order to create the validation model.
I have already started coding the program on Matlab. There is the add_block function to add blocks from the Simulink library. Now I want to add the inputs of the model of requirements in the validation model.
PS: I don't know how many inputs does the requirements' model have.
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