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What is Aladdin?
Aladdin is a computational toolkit for the interactive matrix
and finite element analysis of large engineering structures,
particularly building and highway bridge structures.
Aladdin views finite element computations as a
specialized form of matrix computations,
matrices as rectangular arrays of physical quantities,
and numbers as dimensionless physical quantities.
Aladdin Version 1.0 , released in May 1996, provides engineers with:
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Mechanisms to define physical quantities with units, and matrices of physical quantities.
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Facilities for physical quantity and matrix arithmetic.
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A SI and US units package.
Conversion of units may be applied to physical quantity constants,
physical quantity variables, and matrices of physical quantities.
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A matrix package. Its capabilities include matrix arithmetic,
solution of linear matrix equations,
and the general symmetric eigenvalue problem.
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Programming constructs to control the solution procedure
(i.e., branching and looping) in matrix and finite element problems.
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A finite element mesh generation package.
Two- and three-dimensional finite element meshes can be created.
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A library of finite elements. Currently, the finite element library
includes elements for plane stress/plane strain analysis,
two-dimensional beam/column analysis, three-dimensional truss analysis,
DKQ plate analysis, and a variety of shell finite elements.
Aladdin Version 2.1 , released in March 2000, contains a variety of
new features for nonlinear analysis of structures with fiber finite elements.
Aladdin Version 3.0 is in the early stages of development.
We are currently working on finite elements and numerical algorithms
for the analysis of structures undergoing large geometric displacements,
and problems involving fluid flow and
fluid-structure interaction .
In a second project we are developing a suite of numerical algorithms
for the hybrid control of large structural systems.
Applications :
We are using Versions 2 and 3 of Aladdin for the
performance-based design and analysis of base-isolated
highway bridge structures and tethered aerostat systems.
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Publications
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Austin M.A., Lin W.J., and Chen X.G.,
Structural Matrix Computations with Units ,
Journal of Computing in Civil Engineering,
ASCE, Vol. 14, No. 3, July 2000, pp. 174-182.
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Austin M.A., Lin W.J., and Chen X.G.,
Structural Matrix Computations with Units :
Data Structures, Algorithms, and Scripting Language Design ,
ISR Technical Report 99-63,
University of Maryland, College Park, MD 20742, November, 1999, 39 p.
Formats Available :
Postscript (compressed) (406 KB) :
Acrobat pdf (392 KB)
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Lin W.J.,
Modern Computational Environments for Seismic
Analysis of Highway Bridge Structures, Ph.D. Dissertation,
University of Maryland, College Park, MD 20742,
December 1997, (p. 197).
Note - Wane-Jang's dissertation
describes a lot of the new features in Aladdin 2.0.
Formats Available :
Postscript (compressed) (805 KB)
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Austin M.A., Chen X.G., and Lin W.J.,
Aladdin : A Computational Toolkit for Interactive
Engineering Matrix and Finite Element Analysis ,
ISR Technical Research Report TR95-74,
University of Maryland, College Park, MD 20742,
August 1995, (p. 235).
Click here for the Table of Contents to TR95-74.
Formats Available:
( ps )
( pdf )
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Chen X.G. and Austin M.A.,
A Systems Approach to Nonlinear Finite Element Analysis of Shell Structures ,
ISR Technical Research Report TR95-104,
University of Maryland, College Park, MD 20742,
December 1995, (p. 57).
Formats Available :
Postscript (compressed) (346 KB)
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Lanheng Jin,
Analysis and Evaluation of a Shell Finite Element with Drilling Degree of Freedom ,
ISR Masters Thesis Report M.S. 94-12,
University of Maryland, College Park, MD 20742,
December 1994, (p. 60).
Formats Available :
Postscript (compressed) (331 KB) :
Acrobat pdf (401 KB)
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