We present an improved local wavenumber method, based on the fractional-order differentiation of potential fields. Such kind of differentiation allows a fractional-order local wavenumber to be defined, whose usefulness is two-fold: a) the positions of the peaks of the two different-order local wavenumber are essentially the same and also holds in their difference; b) the noise-enhancement may be kept to a minimum, if compared to standard local wavenumber, based on integer-order field differentiation.The fractional-order local wavenumber is applied to synthetic and real examples and it provided a good estimation of both depth to sources and structural index.
Fractional-order Local Wavenumber - An Improved Source-parameter Estimator / Abbas, Mahmoud Ahmed; Fedi, M.. - (2015), pp. 476-480. ( 77th EAGE Conference and Exhibition 2015: Earth Science for Energy and Environment esp 2015) [10.3997/2214-4609.201412758].
Fractional-order Local Wavenumber - An Improved Source-parameter Estimator
Abbas, Mahmoud Ahmed;Fedi, M.
2015
Abstract
We present an improved local wavenumber method, based on the fractional-order differentiation of potential fields. Such kind of differentiation allows a fractional-order local wavenumber to be defined, whose usefulness is two-fold: a) the positions of the peaks of the two different-order local wavenumber are essentially the same and also holds in their difference; b) the noise-enhancement may be kept to a minimum, if compared to standard local wavenumber, based on integer-order field differentiation.The fractional-order local wavenumber is applied to synthetic and real examples and it provided a good estimation of both depth to sources and structural index.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.


