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A. Samanta, D. Appelö, T. Colonius, J. Nott and J. Hall,
Computational Modeling and Experiments of Natural Convection for a Titan Montgolfiere,
AIAA Journal xyz.
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D. Appelö and N. A. Petersson,
A fourth-order accurate embedded boundary method for the wave equation,
Submitted.
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T. Colonius, D. Appelö, J. Nott and J. Hall,
Computational Modeling and Experiments of Natural Convection for a Titan Montgolfiere,
AIAA Balloon Systems Conference, AIAA-2009-2806, Seattle 2009.
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D. Appelö and N. A. Petersson,
A compact fourth-order-accurate embedded boundary method for the wave equation,
extended abstract Waves2009, Pau, France.
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D. Appelö and T. Colonius,
A high order super-grid-scale absorbing layer and its application to linear hyperbolic systems,
Journal of Computational Physics, 228 (11), 4200-4217, 2009.
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D. Appelö and T. Hagstrom,
A general perfectly matched layer model for hyperbolic-parabolic systems,
SIAM Journal on Scientific Computing, 31 (5), 3301-3323, 2009.
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D. Appelö and N. A. Petersson,
A stable finite difference method for the elastic wave equation on complex geometries with free surfaces,
Communications in Computational Physics, Vol. 5, 84-107, 2009.
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V. Eliasson, W. D. Henshaw and D. Appelö,
On cylindrically converging shock waves shaped by obstacles,
Physica D: Nonlinear Phenomena, Vol. 237, 2203-2209, 2008.
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T. Hagstrom and D. Appelö,
Automatic Symmetrization and Energy Estimates Using Local Operators for Partial Differential Equations
Communications in Partial Differential Equations, Volume 32 Issue 7, 1129
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D. Appelö, S. Nilsson, A. N. Petersson and B. Sjogreen,
A stable finite difference method for the elastic wave equation on complex domains with free surface boundary conditions,
Proceedings of Waves 2007, Reading, UK July 23-27, 2007
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T. Hagstrom and D. Appelö,
Experiments with Hermite Methods for Simulating Compressible Flows: Runge-Kutta Time-Stepping and Absorbing Layers,
AIAA-2007-3505
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D. Appelö and G. Kreiss,
Application of a perfectly matched layer to the nonlinear wave equation,
Wave Motion Vol. 44, 2007, pp531-548
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D. Appelö, T. Hagstrom and G. Kreiss,
Perfectly matched layers for hyperbolic systems: general formulation, well-posedness and stability,
SIAM J. Appl. Math. 67, 1 (2006)
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D. Appelö and G. Kreiss,
A New Absorbing Layer for Elastic Waves,
Journal of Computational Physics 215 (2), pp642-660.
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D. Appelö,
Absorbing Layers and Non-Reflecting Boundary Conditions for Wave Propagation Problems,
Doctoral Thesis, Stockholm, Sweden, 2005
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D. Appelö and T. Hagstrom,
Construction of stable PMLs for general 2 X 2 symmetric hyperbolic systems,
Proceedings of the HYP2004 conference, September 13-17 2004, Osaka, Japan.
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D. Appelö,
Non-reflecting Boundary Conditions for Wave Propagation Problems,
Licenciates Thesis, Royal Institute of Technology, Stockholm 2003
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D. Appelö and G. Kreiss,
Stabilized Local Non-reflecting Boundary Conditions for High Order Methods,
TRITA-NA-0325, Royal Institute of Technology, Stockholm 2003
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D. Appelö and G. Kreiss,
Discretely Nonreflecting Boundary Conditions for Higher Order Centered Schemes for Wave Equations,
Proceedings of the WAVES2003 conference, 30 June - 4 July 2003, Jyväskylä, Finland.
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D. Appelö and G. Kreiss,
Evaluation of a well-posed Perfectly Matched Layer for Computational Acoustics,
Proceedings of the HYP2002 conference, March 25-29 2002, Pasadena, USA.
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D. Appelö,
PML-methods for the linearized Euler equations,
Master's Thesis in Numerical Analysis, Royal Institute of Technology, Stockholm 2000
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