@article{fdi:010072787,
  title = {{E}ffects of site geometry on short-distance spatial coherency in {A}rgostoli, {G}reece},
  author = {{I}mtiaz, {A}. and {C}ornou, {C}{\'e}cile and {B}ard, {P}. {Y}. and {Z}erva, {A}.},
  editor = {},
  language = {{ENG}},
  abstract = {{T}he spatial variation of the earthquake ground motion over short distances can significantly affect the dynamic response of large and extended engineered structures, especially on sites with inhomogeneity in surface geology and geometry. {I}n current practices, such variation is taken into account in terms of coherency, a function of frequency and distance, established on an essentially empirical basis and difficult to extrapolate at different sites. {H}ence, a better understanding of its physical significance and its relationship with the underlying ground structure is indispensable. {A} two-dimensional dense array, deployed at the small and shallow {K}outavos-{A}rgostoli valley in {C}ephalonia, {G}reece, provided an abundance of data to study the stochastic characteristics of seismic ground motions over very short distances. {A} set of 46 magnitude 2-5 events at epicentral distances 0-200 km has been selected for the analysis. {T}he lagged coherency of the {S}-wave dominating seismogram was computed for each station-pair within the array and was averaged over various distance intervals for the whole data set. {T}he results indicate a lack of a clear dependence of the average coherency on the magnitude, back azimuth or site-to-source distance of the event. {T}he most striking result concerns the influence of the site geometry: the coherency is systematically lower for the pairs aligned perpendicular to the axis of the valley (2{D}) compared to those aligned in the parallel direction. {T}his finding is consistent with the dominance of valley-edge generated surface waves propagating from one edge to the other. {T}he averaged coherency estimates are only weakly represented by the existing parametric models, indicating its strong site dependent nature.},
  keywords = {{L}agged coherency ; {S}ite geometry ; {S}urface waves ; {D}ense array ; {C}ephalonia ; {G}reece ; {GRECE}},
  booktitle = {},
  journal = {{B}ulletin of {E}arthquake {E}ngineering},
  volume = {16},
  numero = {5},
  pages = {1801--1827},
  ISSN = {1570-761{X}},
  year = {2018},
  DOI = {10.1007/s10518-017-0270-z},
  URL = {https://www.documentation.ird.fr/hor/fdi:010072787},
}