A quasi-one-dimensional analysis of small-signal current gains in lateral transistors

A small-signal analysis of lateral p-n-p transistors has been made using a quasi-one-dimensional model. This model consists of a lateral p-n-p intrinsic transistor section and a vertical p-n-n⁺-p parasitic transistor section. The effect of the retarding electric field of the n⁺subdiffused layer is incorporated explicitly into the model. Besides, the field-dependent nonunity emitter efficiency of lateral transistors has also been taken into account. From the solutions of continuity equations in the base regions, closed-form expressions for small-signal current gains are obtained in terms of an ac field factor which is defined by the geometry and doping profile of the device. Frequency dependence of current gains evaluated from this analysis compares favorably with the results from an earlier two-dimensional analysis. The simplicity of the model and its reasonably good accuracy are expected to be helpful in the modeling of lateral transistors used in linear integrated circuits.