I. Morgenstern, K.A. Müller, et al.
Physica B: Physics of Condensed Matter
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.
I. Morgenstern, K.A. Müller, et al.
Physica B: Physics of Condensed Matter
Zelek S. Herman, Robert F. Kirchner, et al.
Inorganic Chemistry
Dipanjan Gope, Albert E. Ruehli, et al.
IEEE T-MTT
Thomas H. Baum, Carl E. Larson, et al.
Journal of Organometallic Chemistry