Foundational block modeling structures for computer systems representation

Abstract

This work explores and explains the use of basic block modeling structures, their function for representing computer systems and computer systems structures. The main use of block diagrams and notations is to represent system configurations. Traditionally this has been done using different notations and structures. One of the major problems is precisely that there exist a myriad of ways how to do this. This work challenges the traditional approaches by using a particular method for connecting systems, sub-systems and components together. An exhaustive identification of possible configurations is given. The structures described here are represented both graphically and formally. This approach supports formal representation and description of systems. A reduced form of the system structures can be developed. Various examples and a practical case study are explained along with results, observations and a conclusion.