Package jline.solvers.fluid.petri
package jline.solvers.fluid.petri
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ClassesClassDescriptionWhether the fluid Petri route can answer this model, and why not.The verdict and, when negative, the element that decides it.The min-normal moment closures a Petri-net transition mode needs.The result of the many-argument closure.The conserved quantities, as equations:
u'D = 0impliesu'xis constant.Every finite place capacity as a linear rowA x <= b.The active set of the IMMEDIATE transitions, and the equations that pin their flows.One pinning equation.One transition mode as a reaction record: its input arcs and their weights, its inhibitor arcs and their thresholds, its incidence column, and the firing process that times it.Fluid analysis of a stochastic Petri net.What the Petri route computes that the station table has no column for.EverythingPetriSolver.solve()returns.The closed enabling term of every transition mode, the rate of every event column, and the drift Jacobian.The enabling terms and their derivatives, for one iterate.Event-based representation of the fluid marking process of a stochastic Petri net.