Paper
4 September 1998 Improved analytic models and efficient parameter extraction for computationally efficient 1D and 2D ion implantation modeling
Ganesh Balamurugan, Borna J. Obradovic, Geng Wang, Yidong Chen, Al F. Tasch
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Abstract
Computationally efficient ion implantation modeling is highly essential for efficient silicon device technology development and improved process control. Indeed, analytic models are particularly desirable for two-dimensional simulations, which are very expensive in terms of computation time. This paper describes analytic models for both the impurity and the damage profiles in one and two dimensions. Legendre polynomials are used as model functions and their orthogonality property is exploited to simplify and allow the automation of parameter extraction. Using 14 Legendre polynomials (16 model parameters), a wide variety of impurity and damage profiles can be modeled accurately. In addition, the shortcomings of the conventional superposition approach to 2-D modeling are explained, and a modified approach based on dose-splitting is proposed. The 2-D impurity and damage profiles generated by this modified superposition approach are shown to have very good agreement with the physically based and experimentally verified Monte-Carlo simulator, UT-MARLOWE. Computation times can be reduced by approximately a factor of 50 without sacrificing accuracy when the analytic approach is used instead of a Monte-Carlo simulation.
© (1998) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Ganesh Balamurugan, Borna J. Obradovic, Geng Wang, Yidong Chen, and Al F. Tasch "Improved analytic models and efficient parameter extraction for computationally efficient 1D and 2D ion implantation modeling", Proc. SPIE 3506, Microelectronic Device Technology II, (4 September 1998); https://doi.org/10.1117/12.323985
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KEYWORDS
Monte Carlo methods

Ions

Superposition

Ion implantation

Arsenic

Silicon

Computer simulations

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