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Absorbing Boundary Conditions (1997)  (Make Corrections)  
Dong Pyo Chi, Jinsoo Kim



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Abstract: In many physical problems for wave motion, the spatial domain is unbounded or too large to be simulated in computers. When a numerical solution to such a problem is computed... (Update)

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BibTeX entry:   (Update)

@misc{ chi-absorbing,
  author = "Dong Pyo Chi and Jinsoo Kim",
  title = "Absorbing Boundary Conditions",
  url = "citeseer.ist.psu.edu/chi97absorbing.html" }
Citations (may not include all citations):
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189   Linear and nonlinear waves (context) - Whitham - 1974
130   Inverse acoustic and electromagnetic scattering theory (context) - Colton, Kress - 1992
119   Numerical solution of initial boundary value problems involv.. (context) - Yee - 1966
103   Introduction to approximation theory (context) - Cheney - 1966
90   Absorbing boundary conditions for the numerical simulation o.. (context) - Engquist, Majda - 1977
88   A perfectly matched layer for the absorption of electromagne.. (context) - Berenger - 1994
46   Approximation theory and methods (context) - Powell - 1981
44   Radiation boundary conditions for wave-like equations (context) - Bayliss, Turkel - 1980
24   IEEE Trans (context) - for, in et al. - 1988
23   Boundary conditions for the numerical solution of elliptic e.. (context) - Bayliss, Gunzburger et al. - 1982
23   Theory of viscoelasticity: An introduction (context) - Christensen - 1971
23   Quantitative seismology: Theory and methods (context) - Aki, Richards - 1980
22   Initial boundary value problems for hyperbolic systems (context) - Kreiss - 1970
19   Absorbing boundary conditions for acoustic and elastic wave .. (context) - Clayton, Engquist - 1977

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