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The interconnection relationships define the conservation of energy within the analog system. KPL and KFL can be used to determine the interconnection relationships for any type of system. 15, where the sum of the potentials around the loop are zero. 16, in which the sum of the flows into a node is zero. Both KPL and KFL are used to relate the values on nodes and branches. The application of both KPL and KFL imply that a node is infinitely 28 Verilog-A HDL Signals in Analog Systems small so that there is negligible difference in potential between any two points on the node and there is a negligible accumulation of flow.
However, for capacitive or inductive loads, this type of behavior will potentially cause problems for the simulation. The Verilog-A language provides capabilities for the model developer to effectively handle such cases but still relies on the developer for recognizing and utilizing these capabilities. The mathematical validity and stability of the formulation of a model are important issues to consider when developing a behavioral model, particularly during the test and validation of the model.
So, V(n1) 1. A branch is formed implicitly by use within the behavioral definition. 32 Verilog-A HDL Probes, Sources, and Signal Assignment accesses the potential on the implicit branch from n1 to ground. Likewise, the flow of electrical is bound to the nature definition of Current, which defines an access function of I. Hence, to access the flow through the branch from n1 to n2, use: I(n1, n2) and, I(n1) accesses the flow on the implicit branch from n1 to ground. 3 Summary of Signal Access The following table shows how access functions can be applied to nodes and ports.