Thomas E. Karis, C. Mark Seymour, et al.
Rheologica Acta
Complex materials processing simulation not only requires a generalized flow solver (2D and 3D) for flow and energy equation with special treatment for free and moving interface, but also a robust adaptive mesh (grid) generation scheme particularly suitable for moving boundary problems. A systematic approach to develop efficient computational and numerical algorithms presented here can significantly enhance our ability to analyze/simulate a wide variety of materials processing applications. Proper validation of the algorithms and solution paradigms for a wide variety of application problems like solidification in a rectangular cavity and low and high pressure Czochralski crystal growth are carried out to demonstrate the applicability of the CAGGM procedure.
Thomas E. Karis, C. Mark Seymour, et al.
Rheologica Acta
J. Paraszczak, J.M. Shaw, et al.
Micro and Nano Engineering
Joy Y. Cheng, Daniel P. Sanders, et al.
SPIE Advanced Lithography 2008
Sharee J. McNab, Richard J. Blaikie
Materials Research Society Symposium - Proceedings