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Proceedings Paper

Methodology for accurate and rapid simulation of large arbitrary 2D layouts of advanced photomasks
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Paper Abstract

The edge domain decomposition method (edge-DDM) is developed as a very powerful extension of the domain decomposition methods presented for the rapid and accurate simulation of light scattering from advanced photomasks. The range of validity of the method is systematically evaluated and it is found to be accurate for wavelength-sized mask features with large vertical topography. The error associated primarily with neglecting corner effects is seen to concentrate at the extremities of the spectrum of propagating plane waves and is therefore filtered-out by the NA and the larger than one reduction factors in typical projection printing systems. A possible algorithmic implementation of the method, that involves rigorous pre-calculation of the edge-diffraction of all types of edges present in the layout, is presented for the simulation of large and arbitrary 2D layouts of alt. PSMs. A speed-up factor of 172,800 (1sec vs. 2days) is shown in the simulation of simple 3um by 3um (4X) 2D layouts (isolated hole and isolated island) with accuracy better than 99 percent compared to the rigorous 3D simulation of the mask diffraction. An example of the edge-DDM applied on a large 12um by 16um 2D layout of a 0deg/90deg/270deg alt. PSM, where the near fields are estimated in less than 1min, is also presented. Spectral matching of the edge-diffraction with more compact piecewise constant models is shown to lead to additional speed-ups of the edge-DDM.

Paper Details

Date Published: 11 March 2002
PDF: 17 pages
Proc. SPIE 4562, 21st Annual BACUS Symposium on Photomask Technology, (11 March 2002); doi: 10.1117/12.458269
Show Author Affiliations
Konstantinos Adam, Univ. of California/Berkeley (United States)
Andrew R. Neureuther, Univ. of California/Berkeley (United States)

Published in SPIE Proceedings Vol. 4562:
21st Annual BACUS Symposium on Photomask Technology
Giang T. Dao; Brian J. Grenon, Editor(s)

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