Advanced Computational Techniques for Materials - by - Design Afosr Contract
نویسندگان
چکیده
Email: [email protected], Tel: (607) 255 – 9104 URL: http://mpdc.mae.cornell.edu/ Abstract The objective of this work is to address a number of mathematical and computational issues critical to the development of a robust multi-length scale and multi-stage deformation process design simulator for the control of microstructure-sensitive properties in aircraft manufacturing applications. As part of the research effort, multiple technical developments are being accomplished. An efficient framework for accurately assessing the effect of uncertainty in process and material parameters, in initial conditions and in the microstructure has been developed. A spectral polynomial chaos framework as well as a novel support space method have been developed for analyzing uncertainty in metal forming problems. On the meso-scale, robust statistical learning techniques as well as gradient based methods have been formulated for process sequence selection and design of highly optimized synthetic microstructures. Maximum entropy concepts have been used to develop an algorithm for efficient reconstruction of microstructure classes using a limited number of microstructure realizations. It is strongly believed that these advanced techniques can drastically improve process and material predictions in critical components.
منابع مشابه
Parallel Techniques for Computational Geometry
A survey of techniques for solving geometric problems in parallel is given, both for shared memory parallel machines and for networks of processors. Open problems are also discussed, as well a s directions for future research. 'This work was supported by the office oi Naval Research under Contracts N00014-84-K-0502 and N00014-86-K-0689, the Air Force Office of Scientific Research under Grant AF...
متن کاملComputational materials design of crystalline solids† †Electronic supplementary information (ESI) available: An extended reading list taken from a snapshot of the Mendeley Group on Materials Design available at https://www.mendeley.com/groups/8113991/materials-design. See DOI: 10.1039/c5cs00841g Click here for additional data file.
The modelling of materials properties and processes from first principles is becoming sufficiently accurate as to facilitate the design and testing of new systems in silico. Computational materials science is both valuable and increasingly necessary for developing novel functional materials and composites that meet the requirements of next-generation technology. A range of simulation techniques...
متن کاملThe Emergence of Algebraic Curves and Surfaces in Geometric Design
This paper highlights algebraic curves and surfaces and illustrates its use in geometric design applications. It contrasts the implicit and parametric representations for algorithms in Geometric Modelling, Scattered Data fitting and Computer Graphics/Mesh Generation. In this framework the choice of which of the two representations to use is determined entirely by the desired optimality of the g...
متن کاملAn Optimal Control Formulation for Inviscid Incompressible Ideal Fluid Flow
Research partially supported by the NSF and AFOSR. Work supported in part by NSF and NATO. Work supported by DOE , under contract W-7405-ENG-36. Research partially supported by NSF and AFOSR.
متن کاملThe Euler-Poincaré Equations and Double Bracket Dissipation
This paper studies the perturbation of a Lie-Poisson (or, equivalently an Euler-Poincaré) system by a special dissipation term that has Brockett’s double bracket form. We show that a formally unstable equilibrium of the unperturbed system becomes a spectrally and hence nonlinearly unstable equilibrium after the perturbation is added. We also investigate the geometry of this dissipation mechanis...
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
عنوان ژورنال:
دوره شماره
صفحات -
تاریخ انتشار 2005