Automatic Overset Grid Generation with Heuristic Feedback Control

Automatic Overset Grid Generation with Heuristic Feedback Control PDF

Author: Peter I. Robinson

Publisher:

Published: 2001

Total Pages: 42

ISBN-13:

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An advancing front grid generation system for structured Overset grids is presented which automatically modifies Overset structured surface grids and control lines until user-specified grid qualities are achieved. The system is demonstrated on two examples: the first refines a space shuttle fuselage control line until global truncation error is achieved; the second advances, from control lines, the space shuttle orbiter fuselage global truncation error is achieved; the second advances, from control lines, the space shuttle orbiter fuselage top and fuselage side surface grids until proper overlap is achieved. Surface grids are generated in minutes for complex geometries. The system is implemented as a heuristic feedback control (HFC) expert system which iteratively modifies the input specifications for Overset control line and surface grids. It is developed as an extension of modem control theory, production rules systems and subsumption architectures.

Automatic Overset Grid Generation with Heuristic Feedback Control

Automatic Overset Grid Generation with Heuristic Feedback Control PDF

Author: National Aeronautics and Space Administration (NASA)

Publisher: Createspace Independent Publishing Platform

Published: 2018-05-29

Total Pages: 40

ISBN-13: 9781720401261

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An advancing front grid generation system for structured Overset grids is presented which automatically modifies Overset structured surface grids and control lines until user-specified grid qualities are achieved. The system is demonstrated on two examples: the first refines a space shuttle fuselage control line until global truncation error is achieved; the second advances, from control lines, the space shuttle orbiter fuselage top and fuselage side surface grids until proper overlap is achieved. Surface grids are generated in minutes for complex geometries. The system is implemented as a heuristic feedback control (HFC) expert system which iteratively modifies the input specifications for Overset control line and surface grids. It is developed as an extension of modern control theory, production rules systems and subsumption architectures. The methodology provides benefits over the full knowledge lifecycle of an expert system for knowledge acquisition, knowledge representation, and knowledge execution. The vector/matrix framework of modern control theory systematically acquires and represents expert system knowledge. Missing matrix elements imply missing expert knowledge. The execution of the expert system knowledge is performed through symbolic execution of the matrix algebra equations of modern control theory. The dot product operation of matrix algebra is generalized for heuristic symbolic terms. Constant time execution is guaranteed.Robinson, Peter I.Ames Research CenterEXPERT SYSTEMS; FEEDBACK CONTROL; GRID GENERATION (MATHEMATICS); HEURISTIC METHODS; STRUCTURED GRIDS (MATHEMATICS); CONTROL THEORY; FUSELAGES; MATRICES (MATHEMATICS)

Generation of a Composite Grid for Turbine Flows and Consideration of a Numerical Scheme

Generation of a Composite Grid for Turbine Flows and Consideration of a Numerical Scheme PDF

Author: Y. Choo

Publisher:

Published: 1986

Total Pages: 26

ISBN-13:

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A composite grid was generated for flows in turbines. It consisted of the C-grid (or O-grid) in the immediate vicinity of the blade and the H-grid in the middle of the blade passage between the C-grids and in the upstream region. This new composite grid provides better smoothness, resolution, orthogonality than any single grid for a typical turbine blade with a large camber and rounded leading and trailing edges. The C-H (or O-H) composite grid has an unusual grid point that is connected to more than four neighboring nodes in two dimensions (more than six neighboring nodes in three dimensions). A finite-volume lower-upper (LU) implicit scheme to be used on this poses no problem and requires no special treatment because each interior cell of this composite grid has only four neighboring cells in two dimensions (six cells in three dimensions). The LU implicit scheme was demonstrated to be efficient and robust for external flows in a broad flow regime and can be easily applied to internal flows and extended from two to three dimensions.

Bandit Algorithms

Bandit Algorithms PDF

Author: Tor Lattimore

Publisher: Cambridge University Press

Published: 2020-07-16

Total Pages: 537

ISBN-13: 1108486827

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A comprehensive and rigorous introduction for graduate students and researchers, with applications in sequential decision-making problems.

Numerical Methods for Elliptic and Parabolic Partial Differential Equations

Numerical Methods for Elliptic and Parabolic Partial Differential Equations PDF

Author: Peter Knabner

Publisher: Springer Science & Business Media

Published: 2006-05-26

Total Pages: 437

ISBN-13: 0387217622

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This text provides an application oriented introduction to the numerical methods for partial differential equations. It covers finite difference, finite element, and finite volume methods, interweaving theory and applications throughout. The book examines modern topics such as adaptive methods, multilevel methods, and methods for convection-dominated problems and includes detailed illustrations and extensive exercises.

Opportunities for Breakthroughs in Large-Scale Computational Simulation and Design

Opportunities for Breakthroughs in Large-Scale Computational Simulation and Design PDF

Author:

Publisher:

Published: 2002

Total Pages: 30

ISBN-13:

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Opportunities for breakthroughs in the large-scale computational simulation and design of aerospace vehicles are presented. Computational fluid dynamics tools to be used within multidisciplinary analysis and design methods are emphasized. The opportunities stem from speedups and robustness improvements in the underlying unit operations associated with simulation (geometry modeling, grid generation, physical modeling, analysis, etc.). Further, an improved programming environment can synergistically integrate these unit operations to leverage the gains. The speedups result from reducing the problem setup time through geometry modeling and grid generation operations, and reducing the solution time through the operation counts associated with solving the discretized equations to a sufficient accuracy. The opportunities are addressed only at a general level here, but an extensive list of references containing further details is included.