


PCGrate presentation 
PCGrate v.6.7 advertising 
CV of L. Goray 
Resume with the full publication list of Dr.Sc., Ph.D. Leonid. I. Goray 
PCGrates_FAQ_A.zip archive 
Attachment to the answer to Question #3 (Support/FAQ/PCGrates) about a multilayer lamellar (phase) grating. 
Gratings: Theory and Numeric Applications, ed. E. Popov, 2014 
L. I. Goray and G. Schmidt, "Boundary Integral Equation Methods for Conical Diffraction and Short Waves," Ch.# 12 in Gratings: Theory and Numeric Applications, Second Revisited Edition, E. Popov, ed. (Institut Fresnel, AMU, 2014). 
J. Surf. Inv. 8(3), 2014 
L. I. Goray and M. N. Lubov, “Nonlinear Continual Growth Model of Nonuniformly Scaled Reliefs as Applied to the Rigorous Analysis of the Xray Scattering Intensity of Multilayer Mirrors and Gratings,” Journal of Surface Investigation. Xray, Synchrotron and Neutron Techniques, 2014, Vol. 8, No. 3, P. 444–455. 
WIAS prnt. 1898, 2013 
P. N. Racec and L. I. Goray, “Electronic states in a quantum well – nanobridge – quantum dot structure,” WIAS preprints (Berlin, Germany), No. 1898, 2013, P. 122. 
IEEE Proc. 4799, 2013 
L. I. Goray, "Electromagnetic solution for scattering from 2D rough surfaces through general solutions for 1D rough surfaces in short waves," Proc. of the Int. Conf. Days on Diffraction 2013, IEEE 2013, pp. 65–71. 
J. Phys. C 425, 2013 
D. L. Voronov, E. H. Anderson, R. Cambie, L. I. Goray, P. Gawlitza, E. M.Gullikson, F. Salmassi, T. Warwick, V. V. Yashchuk, H. A. Padmore, “Development of near atomically perfect diffraction gratings for EUV and soft xrays with very high efficiency and resolving power,” Journal of Physics: Conference Series Ń, vol. 425, 2013, pp. 1520061–4. 
JACr 46, 2013 
L. Goray and M. Lubov, “Nonlinear continuum growth model of multiscale reliefs as applied to rigorous analysis of multilayer shortwave scattering intensity. I. Gratings,” J. Appl. Cryst., vol. 46, 2013, pp. 926–932. 
IEEE Proc. 4673, 2012 
L. I. Goray, “Energyabsorption calculus for multiboundary conicaldiffraction gratings,” Proc. of the International Conference DD’12, IEEE 2012, pp. 98–103. 
PRE 85, 2012 
L.I. Goray and G. Schmidt, “Analysis of twodimensional photonic band gaps of any rod shape and conductivity using a conicalintegralequation method,” Phys. Rev. E, vol. 85, 2012, pp. 0367011–12 . 
Readme v.6.5 
PCGrate®S(X)™ Version 6.5 Readme updated 11/14/2011. 
AO 50, 2011 
J. Seely, B. Kjornrattanawanich, L. Goray, Y. Feng, and J. Bremer, “Characterization of zone plate properties using monochromatic synchrotron radiation in the 2 to 20 nm wavelength range,” Appl. Opt., vol. 50, No. 18, 2011, pp. 3015–3020. 
SPIE 8083, 2011 
L. I. Goray, "Solution of the inverse problem of diffraction from lowdimensional periodically arranged nanocrystals," SPIE Proc., vol. 8083, 2011 pp. 80830L1–12. 
DD 2011 
L. I. Gory, “Integral equation based inverse diffraction problem solving for lowdimensional periodicallyarranged nanocrystals,” abstracts of the Int. Conf. “Days on Diffraction 2011," St. Petersburg, Russia, p. 44. 
OE 19, 2011 
D. L. Voronov, E. H. Anderson, R. Cambie, S. Cabrini, S. D. Dhuey, L. I. Goray, E. M. Gullikson, F. Salmassi, T. Warwick, V. V. Yashchuk, and H. A. Padmore, "A 10,000 groove/mm multilayer coated grating for EUV spectroscopy," Opt. Express, vol. 19, No. 7, 2011, pp. 6320–6325. 
WRM 20, 2010 
L. I. Goray, "Application of the boundary integral equation method to very small wavelengthtoperiod diffraction problems," Waves Random Media, vol. 20, No. 4, 2010, pp. 569–586. 
JAP 108, 2010 
L. I. Goray, "Application of the rigorous method to xray and neutron beam scattering on rough surfaces," J. Appl. Phys., 2010, vol. 108, pp. 0335161–10. 
SPIE 7802, 2010 
D. L. Voronov, M. Ahn, E. H. Anderson, R. Cambie, C.H. Chang, L. I. Goray, E. M. Gullikson, R. K. Heilmann, F. Salmassi, M. L. Schattenburg, T. Warwick, V. V. Yashchuk, H. A. Padmore, "High efficiency multilayer blazed gratings for EUV and soft Xrays: Recent developments," SPIE Proc., vol. 7802, 2010, pp. 7802071–13. 
Nanostructures 2010 
L. I. Goray, "Sensitive analysis of 2D photonic bandgaps using boundary integral equations," Proc. of Nanostructures: Physics and Technology, 2010, pp. 304–305. 








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