Multiple Stuck-at Fault Testability Analysis of ROBDD Based Combinational Circuit Design

Automatic test pattern generation (ATPG) is the next step after synthesis in the process of chip manufacturing. The ATPG may not be successful in generating tests for all multiple stuck-at faults since the number of fault combinations is large. Hence a need arises for highly testable designs which have 100% fault efficiency under the multiple stuck-at fault(MSAF) model. In this paper we investigate the testability of ROBDD based 2x1 mux implemented combinational circuit design. We show that the ROBDD based 2x1 mux implemented circuit is fully testable under multiple stuck-at fault model. Principles of pseudoexhaustive testing and multiple stuck-at fault testing of two level AND-OR gates are applied to one sub-circuit(2x1 mux). We show that the composite test vector set derived for all 2x1 muxes is capable of detecting multiple stuck-at faults of the circuit as a whole. Algorithms to derive test set for multiple stuck-at faults are demonstrated. The multiple stuck-at fault test set is larger than the single stuck-at fault test set. We show that the multiple stuck-at fault test set can be derived from the Disjoint Sum of Product expression which allows test pattern generation at design time, eliminating the need of an ATPG after the synthesis stage