Abstract
The calculation of the transient response of a ladder network used in superconductive associative memories reduces essentially to finding the roots of the equation tan m? = L 1 /?L 1 + L 2 cot ?/2 where m is the number of stages in the ladder and L 1 is the series inductance and L 2 is the shunt inductance. This equation is a result of analysis of the equivalent network using a set of difference equations. Computer calculations show the effective time constant of the ladder thus related to memory access time converges to the equation ? = ?m2L 1/R The above equations can be used as an approximation when m ≫ 20 L 2 /L 1 For values m≪20L 2 /L 1 direct computation should be used.
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