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The human blood coagulation process involves a complex interaction of continuous time / continuous state processes and discrete / discrete event phenomena, where the former comprise the various chemical rate equations (which can be written as differential equations) and the The latter comprise limited threshold behaviors and qualitative facets of the coagulation cascade. This process as a hybrid dynamic system, consisting of discrete and continuous dynamics. Previous models of blood coagulation used only continuous dynamics and were necessarily directed only to portions of the coagulation cascade. The model was implemented as a hybrid Petri net, a graphing modeling language that extends ordinary Petri nets to cover continuous quantities and continuous time flows. The main focus is simulation.