In the last thesis we discuss the stability response of a closed system of several interconnected spherical membranes. In particular, we are interested in the relationship between pressure and flow that occurs between the individual membranes and in the response of a closed system when we change the input parameters and the connection remains unchanged. In our case, we focused on systems with two, three, and four interconnected spherical membranes and wrote a computer program for all of them that iteratively calculates what happens in the membrane system until they reach equilibrium. We found that the system responds differently when we connect the spherical membranes in the same way and vary their order. We also found that when three or more spherical membranes are connected, they do not remain in the equilibrium state at the part of the graph with a negative slope.
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