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ON THE TWO-DIMENSIONAL DETERMINATION OF p-n JUNCTIONS WITH THE EBIC COLLECTION PROBABILITY

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HAL Id: jpa-00229667

https://hal.archives-ouvertes.fr/jpa-00229667

Submitted on 1 Jan 1989

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ON THE TWO-DIMENSIONAL DETERMINATION OF p-n JUNCTIONS WITH THE EBIC COLLECTION

PROBABILITY

W. Hoppe, M. Kittler

To cite this version:

W. Hoppe, M. Kittler. ON THE TWO-DIMENSIONAL DETERMINATION OF p-n JUNCTIONS

WITH THE EBIC COLLECTION PROBABILITY. Journal de Physique Colloques, 1989, 50 (C6),

pp.C6-182-C6-182. �10.1051/jphyscol:1989636�. �jpa-00229667�

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R E W E DE PHYSIQUE APPLIQU~E

Colloque C6, Supplement au n06, Tome 24, Juin 1989

ON THE TWO-DIMENSIONAL DETERMINATION OF p-n JUNCTIONS WITH THE EBIC COLLECTION PROBABILITY

W. HOPPE and M. KITTLER

Academy of Sciences of the GDR, Institute of Semiconductor Physics, Frankfurt, D.R.G.

Both the intrinsic defect structure in semiconducting materials and the technological steps during microcircuit manufacturing (e.g. implantation, rapid thermal processing) affect the diffusion process of dopants. Using the electron-beam-induced current (EBIC) technique it is possible to determine in an experimental way the site of the space charge region and of the electrical p-n junction, respectively.

In this paper the capabilities of reconstructing the one-dimensional depth distribution y ( z ) and the cross-sectional distribution g ( x , z ) of the charge collection probability

y(r)

are discussed. Based on the assumption, that ? t r ) achieves its maximum value at the site of the electrical junction,

'P(r)

can be used for the p-n junction delination from EBIC measurements. This practical method of EBIC data interpretation suits in situations, in which the material parameters of the devices under investigation, i. e., the diffusion length of the minority carriers and the surface recombination velocity, are widely unknown.

The starting point in our dicussion consists in the recovery of the depth distribution ( z ) from EBIC collection efficiency measurements by both, a trial-and-error method (POSSIN, KIRKPATRICK 1980) and an analytical solution of the inversion problem (DONOLATO 1986). Emphasis is put on the possibility to determine the two-dimensional charge collection probabi- lity p(x, z) from EBIC measurements on cleaved samples.

Article published online by EDP Sciences and available at http://dx.doi.org/10.1051/jphyscol:1989636

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