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A review of trimming in isogeometric analysis: challenges, data exchange and simulation aspects
B Marussig, TJR Hughes - Archives of computational methods in …, 2018 - Springer
We review the treatment of trimmed geometries in the context of design, data exchange, and
computational simulation. Such models are omnipresent in current engineering modeling …
computational simulation. Such models are omnipresent in current engineering modeling …
[BOG][B] Computer graphics and geometric modeling
MK Agoston, MK Agoston - 2005 - Springer
The intended audience of this book (and the combined two volumes especially) is quite
broad. It can be used in a variety of computer graphics courses or by those who are trying to …
broad. It can be used in a variety of computer graphics courses or by those who are trying to …
Analysis of high-dimensional phase space via Poincaré section for patient-specific seizure detection
In this paper, the performance of the phase space representation in interpreting the
underlying dynamics of epileptic seizures is investigated and a novel patient-specific seizure …
underlying dynamics of epileptic seizures is investigated and a novel patient-specific seizure …
Granular element method for computational particle mechanics
This paper presents a method within the family of the discrete element method (DEM)
capable of accurately capturing grain shape by using Non-Uniform Rational Basis-Splines …
capable of accurately capturing grain shape by using Non-Uniform Rational Basis-Splines …
Direct slicing of STEP based NURBS models for layered manufacturing
Direct slicing of CAD models to generate process planning instructions for solid freeform
fabrication may overcome inherent disadvantages of using stereolithography format in terms …
fabrication may overcome inherent disadvantages of using stereolithography format in terms …
[BOG][B] Solving transcendental equations: the Chebyshev polynomial proxy and other numerical rootfinders, perturbation series, and oracles
JP Boyd - 2014 - SIAM
The goal of this book is to teach the art of finding the root of a single algebraic equation or a
pair of such equations. We shall quote theorems and theory as necessary, but this is not …
pair of such equations. We shall quote theorems and theory as necessary, but this is not …
Robust containment queries over collections of rational parametric curves via generalized winding numbers
Point containment queries for regions bound by watertight geometric surfaces, ie, closed
and without self-intersections, can be evaluated straightforwardly with a number of well …
and without self-intersections, can be evaluated straightforwardly with a number of well …
MINVO basis: Finding simplexes with minimum volume enclosing polynomial curves
This paper studies the polynomial basis that generates the smallest n-simplex enclosing a
given n th-degree polynomial curve in R n. Although the Bernstein and B-Spline polynomial …
given n th-degree polynomial curve in R n. Although the Bernstein and B-Spline polynomial …
Fast and exact continuous collision detection with bernstein sign classification
We present fast algorithms to perform accurate CCD queries between triangulated models.
Our formulation uses properties of the Bernstein basis and Bézier curves and reduces the …
Our formulation uses properties of the Bernstein basis and Bézier curves and reduces the …
Solving systems of polynomial equations
D Manocha - IEEE Computer Graphics and Applications, 2002 - ieeexplore.ieee.org
Geometric and solid modelling deal with the representation and manipulation of physical
objects. Currently most geometric objects are formulated in terms of polynomial equations …
objects. Currently most geometric objects are formulated in terms of polynomial equations …