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Open Dynamics Engine
Known as:
ODE
, Ode (disambiguation)
The Open Dynamics Engine (ODE) is a physics engine written in C/C++. Its two main components are a rigid body dynamics simulation engine and a…
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2018
2018
High-Temperature Photoluminescence in Colloidal "Quasi" 2D Materials
Alexey Y. Koposov
,
Bryan T. Spann
,
A. Bruma
,
P. Schuele
,
K. Bertness
,
A. Davydov
2018
Corpus ID: 53535471
The recent development of quasi-two-dimensional (2D) semiconducting nanomaterials [nanoplatelets (NPLs)] prepared through…
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2012
2012
Two-derivative Runge-Kutta methods for differential equations
R. K. Chan
,
Shi-Xiao Wang
,
A. Tsai
2012
Corpus ID: 120438345
Two-derivative Runge-Kutta (TDRK) methods are a special case of multi-derivative Runge-Kutta methods first studied by Kastlunger…
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2012
2012
The Reversing of Interfaces in Slow Diffusion Processes with Strong Absorption
J. Foster
,
C. Please
,
A. Fitt
,
G. Richardson
SIAM Journal on Applied Mathematics
2012
Corpus ID: 3835622
This paper considers a family of one-dimensional nonlinear diffusion equations with absorption. In particular, the solutions that…
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2008
2008
Optimizing cavity gradients in pulsed Linacs using the cavity transient response
G. Cancelo
,
A. Vignoni
2008
Corpus ID: 54756101
In order to achieve beam intensity and luminosity requirements, pulsed LINAC accelerators have stringent requirements on the…
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2007
2007
Particular solutions of the multi-Helmholtz-type equation
A. S. Muleshkova
,
M. A. Golbergb
2007
Corpus ID: 19643949
This paper is devoted to finding analytic particular solutions to a class of fourth-order partial differential equations (PDEs…
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2003
2003
An Environment for Development of Semantic Web Services
Óscar Corcho
,
M. Fernández-López
,
A. Gómez-Pérez
,
M. Lama
International Joint Conference on Artificial…
2003
Corpus ID: 15170662
Semantic Web Services (SWSs) are specified in a semantic markup language to enable other services (and agents) to reason about…
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2002
2002
A Two-Point Boundary-Value Problem for the Axial Shear of Hardening Isotropic Incompressible Nonlinearly Elastic Materials
C. Horgan
,
G. Saccomandi
,
I. Sgura
SIAM Journal on Applied Mathematics
2002
Corpus ID: 24187808
The purpose of this research is to investigate a pure axial shear problem for the annular region between two concentric rigid…
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2001
2001
Nonlinearities in a second order ODE
P. Amster
2001
Corpus ID: 123903240
Inthispaperwestudythesemilinearsecondorderordinarydierential equation u 00 + r(t)u 0 + g(t;u)= f( t) : Underagrowth conditionon g…
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1999
1999
The Numerical Method of Lines for Partial Differential Equations
M. B. Cutlip
,
M. Shacham
1999
Corpus ID: 117014395
The method of lines is a general technique for solving partial differential equations (PDEs) by typically using finite difference…
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1997
1997
Asymptotic self-similar global blow-up for a quasilinear heat equation
V. Galaktionov
Differential and Integral Equations
1997
Corpus ID: 18095800
We study the asymptotic behaviour near nite blow-up time t = T of the solutions to the one-dimensional degenerate quasilinear…
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