Matches in SemOpenAlex for { <https://semopenalex.org/work/W2997188024> ?p ?o ?g. }
- W2997188024 abstract "Abstract Coseismic electromagnetic (EM) signals that appear from the P arrival were observed in a volcanic area during the 2016 Kumamoto earthquake. In this study, we conduct numerical simulations to explain the coseismic EM signals observed for a M 5.4 aftershock of the earthquake. Initially, we adopt a water-saturated half-space model, and its simulation result for a receiver with a depth of 0.1 m suggests that the magnetic signals do not show up at the arrivals of P, refracted SV–P and Rayleigh waves because the evanescent EM waves just counterbalance the localized magnetic signals that accompany P, refracted SV–P and Rayleigh waves. Then, we conduct numerical simulations on a seven-layer half-space model in which the second layer corresponds to an aquifer analogy and the six other layers refer to air-saturated porous media. When only the electrokinetic effect is considered, the simulated coseismic magnetic signals still appear from the S arrival. The combination of electrokinetic effect and surface-charge assumption is also tested. We find that signals before the S arrival are missing on the transverse seismic, transverse electric, radial magnetic and vertical magnetic components, although the situation on horizontal magnetic components is improved to an extent. Then, we introduce an artificial scattering effect into our numerical simulations given that the scattering effect should exist in the volcanic area. New numerical result shows good agreement with the observation result on the signal appearance time. Hence, the combination of electrokinetic and scattering effects is a plausible explanation of coseismic EM signals. Further investigations indicate that coseismic electric and/or magnetic signals are more sensitive to the scattering effect and the aquifer thickness than seismic signals." @default.
- W2997188024 created "2020-01-10" @default.
- W2997188024 creator A5001948133 @default.
- W2997188024 creator A5002273664 @default.
- W2997188024 creator A5005129659 @default.
- W2997188024 creator A5019243973 @default.
- W2997188024 creator A5025303085 @default.
- W2997188024 creator A5043221860 @default.
- W2997188024 creator A5045721673 @default.
- W2997188024 creator A5062130737 @default.
- W2997188024 creator A5064993544 @default.
- W2997188024 creator A5075968757 @default.
- W2997188024 creator A5080588720 @default.
- W2997188024 creator A5082249307 @default.
- W2997188024 creator A5088588698 @default.
- W2997188024 date "2019-12-01" @default.
- W2997188024 modified "2023-10-15" @default.
- W2997188024 title "Numerical simulations to explain the coseismic electromagnetic signals: a case study for a M5.4 aftershock of the 2016 Kumamoto earthquake" @default.
- W2997188024 cites W1512695912 @default.
- W2997188024 cites W1551376480 @default.
- W2997188024 cites W1551634782 @default.
- W2997188024 cites W1643567666 @default.
- W2997188024 cites W1939915125 @default.
- W2997188024 cites W1964578385 @default.
- W2997188024 cites W1967507999 @default.
- W2997188024 cites W1969022334 @default.
- W2997188024 cites W1969615666 @default.
- W2997188024 cites W1970107887 @default.
- W2997188024 cites W1970818239 @default.
- W2997188024 cites W1972538728 @default.
- W2997188024 cites W1975070447 @default.
- W2997188024 cites W1981000414 @default.
- W2997188024 cites W1983098160 @default.
- W2997188024 cites W1983929161 @default.
- W2997188024 cites W1995073292 @default.
- W2997188024 cites W2001801524 @default.
- W2997188024 cites W2006219799 @default.
- W2997188024 cites W2011192107 @default.
- W2997188024 cites W2017337576 @default.
- W2997188024 cites W2018403505 @default.
- W2997188024 cites W2019836325 @default.
- W2997188024 cites W2021489349 @default.
- W2997188024 cites W2022716782 @default.
- W2997188024 cites W2028542556 @default.
- W2997188024 cites W2028561150 @default.
- W2997188024 cites W2029134956 @default.
- W2997188024 cites W2029719994 @default.
- W2997188024 cites W2031850486 @default.
- W2997188024 cites W2049441518 @default.
- W2997188024 cites W2049959543 @default.
- W2997188024 cites W2050087648 @default.
- W2997188024 cites W2051984422 @default.
- W2997188024 cites W2052842035 @default.
- W2997188024 cites W2057219619 @default.
- W2997188024 cites W2070797356 @default.
- W2997188024 cites W2076106698 @default.
- W2997188024 cites W2077234669 @default.
- W2997188024 cites W2079718133 @default.
- W2997188024 cites W2094273345 @default.
- W2997188024 cites W2097321953 @default.
- W2997188024 cites W2101493779 @default.
- W2997188024 cites W2101827629 @default.
- W2997188024 cites W2115009023 @default.
- W2997188024 cites W2121066474 @default.
- W2997188024 cites W2121369538 @default.
- W2997188024 cites W2136285590 @default.
- W2997188024 cites W2136381745 @default.
- W2997188024 cites W2143657160 @default.
- W2997188024 cites W2145202964 @default.
- W2997188024 cites W2150511842 @default.
- W2997188024 cites W2153006924 @default.
- W2997188024 cites W2154957056 @default.
- W2997188024 cites W2165479185 @default.
- W2997188024 cites W2172188721 @default.
- W2997188024 cites W2173892867 @default.
- W2997188024 cites W2222640150 @default.
- W2997188024 cites W2285903079 @default.
- W2997188024 cites W2339530263 @default.
- W2997188024 cites W2502715131 @default.
- W2997188024 cites W2548689449 @default.
- W2997188024 cites W2587830681 @default.
- W2997188024 cites W2711857749 @default.
- W2997188024 cites W2762332613 @default.
- W2997188024 cites W2764481248 @default.
- W2997188024 cites W2767007830 @default.
- W2997188024 cites W2789742739 @default.
- W2997188024 cites W2790411850 @default.
- W2997188024 cites W2884252062 @default.
- W2997188024 cites W2901636929 @default.
- W2997188024 cites W2910965455 @default.
- W2997188024 cites W2953749303 @default.
- W2997188024 cites W2955640897 @default.
- W2997188024 cites W3212834792 @default.
- W2997188024 doi "https://doi.org/10.1186/s40623-019-1122-7" @default.
- W2997188024 hasPublicationYear "2019" @default.
- W2997188024 type Work @default.
- W2997188024 sameAs 2997188024 @default.
- W2997188024 citedByCount "10" @default.
- W2997188024 countsByYear W29971880242020 @default.
- W2997188024 countsByYear W29971880242021 @default.