Free Boundary Problem in 3D Geometry
Aktiviteetti: Konferenssiesitelmä
Yksityiskohdat
Jukka-Pekka Humaloja - Speaker
We present a numerical method for detecting perfectly conducting objects in a homogeneous medium in 3D. The method is based on minimizing an objective function that depends on Cauchy data given on the surface of a sensor, near which the conducting objects are located. The objective function is derived from Green's second identity with the fundamental solution of the three-dimensional Laplacian. The functional has linear and nonlinear parts, which is utilized in the minimization.
12 elokuuta 2015
Tapahtuma (null)
| Teoksen nimi | ICIAM2015 8th International Congress on Industrial and Applied Mathematics |
|---|---|
| Ajanjakso | 10/08/15 → 14/08/15 |
| Sijainti | China National Convention Center |
| Kaupunki | Beijing |
| Maa | Kiina |
| Tunnustuksen arvo |
Country of activity
Nature of activity
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ID: 12498319