A STUCK FAULT MODEL FOR DYNAMIC CMOS COMBINATIONAL-CIRCUITS

This paper utilizes the logic transistor function (LTF), that was devised to model the static CMOS combinational circuits at the transistor and logic level, to model the dynamic CMOS combinational circuits. The LTF is a Boolean representation of the circuit output in terms of its input variables and its transistor topology. The LTF is automatically generated using the path algebra technique. The faulty behavior of the circuit can be obtained from the fault-free LTF using a systematic procedure. The model assumes the following logic values (0, 1, I, M), where I, and M imply an indeterminate logical value, and a memory element, respectively. The model is found to be efficient in describing a cluster of dynamic CMOS circuits at both the fault-free and faulty modes of operation. Both single and multiple transistor stuck faults are precisely described using this model. The classical stuck-at and non classical stuck open and short faults are analyzed. A systematic procedure to produce the fault-free and faulty LTFs for different implementations of the dynamic CMOS combinational circuits is presented.