Abstract :
Current asynchronous tools are focussed mainly on the design of a single interface module. In many applications, one must design interacting interface modules that potentially communicate in complex and intricate ways. When designing communicating asynchronous modules, several difficult problems arise. First, even if each individual module can be synthesized correctly, according to the environmental assumptions specified for that module, the composition of the communicating modules may not work properly. Thus, one needs to have a way to model how the modules interact with each other, and to verify that their cooperation is consistent. In addition, means should be provided for communication and synchronization at a level higher than signal transitions, and for exploiting the communicating nature of these modules in optimization. This paper proposes a communicating Petri net model for describing communicating asynchronous modules. Each module is modeled by means of a labeled Petri net that extends the widely used Signal Transition Graph model by providing an abstract synchronization mechanism based on rendez-vous semantics. This enables the designer to specify high-level communication as well as low-level details such as signal transitions. Abstract synchronization events are expanded automatically to low-level handshake signals. We have developed a new algebra for communicating Petri nets that is applicable to general Petri nets, involves no unfolding, and defines hiding as generalized net contraction. We have developed methods based on this formal algebra that can be used to manipulate communicating interface modules, to verify their consistency, and to use them as a basis for optimizations.
