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Geomagnetism / Magnetotellurics / Computational electromagnetics / Electrical resistivity and conductivity / Inversive geometry / Inverse problem / Inverse / Matrix / Dipole / Physics / Science / Electromagnetism


Earth Planets Space, 56, 239–248, 2004 Three-dimensional inversion of static-shifted magnetotelluric data Yutaka Sasaki Department of Earth Resources Engineering, Kyushu University, Hakozaki, Higashi-ku, Fukuoka 812-8
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Document Date: 2004-03-31 23:44:13

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City

Elsevier / Fukuoka / Salt Lake City / /

Company

W. Siripunvaraporn / /

Country

Indonesia / Japan / /

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Facility

Kyushu University / /

IndustryTerm

forward solution / equation solutions / gradient solution / conjugate gradients algorithm / conjugate gradient-based algorithms / inversion algorithms / analytical solutions / otherwise vertical contact media / least-squares solution / measurement site / dot product / inversion accounting / staggered-grid finite-difference solutions / forward-modeling applications / inversion algorithm / present inversion algorithm / /

NaturalFeature

Kakkonda MT / /

Organization

Yutaka Sasaki Department of Earth Resources Engineering / New Energy and Industrial Technology Development Organization / Seismological Society of Japan / Japanese Society for Planetary Sciences / Kyushu University / Radioactive Waste Management Centre / Geodetic Society of Japan / Volcanological Society of Japan / Society of Geomagnetism and Earth / /

Person

Y. Mitsuhata / T. Uchida / J. T. Smith / Yutaka Sasaki / T. R. Madden / Y. Ogawa / S. Takakura / /

Position

pseudo-forward / model at the k-th iteration / editor / /

Product

Olympus E-3 Digital Camera / /

ProvinceOrState

New York / /

RadioStation

Radio Sci / /

Region

northern Japan / /

Technology

Geophysics / inversion algorithm / An algorithm / present inversion algorithm / 3-D / 2-D inversion algorithms / rapid 3-D inversion algorithm / conjugate gradient-based algorithms / Gauss-Newton algorithms / conjugate gradients algorithm / /

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