Above we see a typical overall math flow network which is routinely available from SCD software, in which the global interconnectedness of every part of the process of solution is potentially available. This example is for a parametrically excited Duffing oscillator. We are currently developing tools to help the user assimilate this form of information quickly and efficiently.

The graph above shows a zoomed in view of a portion of the math flow network on the upper left, with tool-tipped links and size-weighted nodes indicating key terms, connections, and inter-relationships within the network. This is a tool development path that we are currently extending.

Directly to the left is a different form of network showing a system with two coupled sub-systems, and indicating the many connectivities within the overall solution and its internal structure, combining some of the features of the other two graphs.