مرکز منطقه ای اطلاع رساني علوم و فناوري - High Q variable capacitance diodes with extraordinary capacitance-voltage dependence

Abstract :

If the capacitance-voltage relationship of a semiconductor junction is expressed by $frac{d \\log C}{d \\log V} = n$ where $C$ is the capacitance per unit area, $V$ is the sum of the applied reverse bias and the built-in reverse bias of the junction, and n is a number which in general is a function of V; then it is usually found that $-1/2 \\leq n \\leq -1/3$ . The lower limit of -1/2 is obtained fer an abrupt junction and is approximated very well by many alloy diodes. The upper limit of -1/3 is obtained for a linearly graded junction and is approached by junctions made with deep diffusion. The "hyper-abrupt" structure, in which on one or both sides of the p-n junction the impurity density at the depletion layer edge decreases with increasing depletion layer width yields values of $n < -1/2$ . "Hyper-abrupt" structures with $frac{d \\log C}{d \\log V} = -5$ have been obtained by diffusion techniques. An alloy-diffusion method has been reported to yield diodes with $n = -3$ . This paper discusses "hyper-abrupt\´" devices fabricated by an epitaxial technique. The main feature of the devices is an extremely narrow active region which yield a large $-frac{d \\log C}{d \\log V}$ ratio in conjunction with cut-off frequencies greater than 300 KMC. The values for -n can be tailored to match circuit parameters. Variable capacitance diodes with -n greater than 12 have been fabricated. The very high cut-off frequency has been attained by a reduction of series resistance with the extremely narrow active region in the device. Thus very high frequency operation is obtained along with the extraordinary voltage-capacitance non-linearity of the "hyper-abrupt" junction.