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Kernel Density Estimation Methods for a Geostatistical Approach in Seismic Risk Analysis: the Case Study of Potenza Hilltop Town (southern Italy) Maria Danese * ,  **,   Maurizio Lazzari * ,   Beniamino Murgante **  International Conference on Computational Science and Its Applications (ICCSA 2008) - 30June -3July 2008 - Perugia, Italy *   National Counsil of Research  Archaeological and Monumental Heritage Institute,  ** Università degli Studi della Basilicata, Dipartimento di Architettura, Pianificazione ed Infrastrutture di Trasporto
The problem: the seismic approach Program of prevision, prevention and protection Seismic event consequences evaluation and damages quantification Analysis of seismic  damage scenarios
Analysis of seismic damage scenarios: instruments European Macroseismic Macroscale 1998 Vulnerability classes Damage levels Historical macroseismic scenarios Relationships between macroseismic intensity and damage levels
Analysis of seismic damage scenarios: limits ,[object Object],[object Object],Factors that needs a better   evaluation “ The increase in shaking due to soil amplification or topographical conditions is part of the effects that intensity is a record of, and part of the hazard to which the built environment is exposed”  * * Grünthal, G. G.: European Macroseismic Scale 1998. Conseil de l’Europe Cahiers du Centre Européen de Géodynamique et de Séisomologie, vol. 15 Luxembourg (1998) Importance   of the spatial component in seismic damage scenarios
Methods: the Kernel Density Estimation (KDE)
KDE: intensity ,[object Object],[object Object],[object Object]
KDE: intensity and its measures First order effects (Absolute location)  Second order effects ( Relative location ) Properties of a spatial distribution* *Gatrell et al. (1996)
KDE: kernel functions
KDE: grid resolution
KDE: bandwidth Smaller Bandwidth (Levine, 1999) Greater Bandwidth (Levine, 1999) Relation between the bandwidth dimension and the study area
KDE: bandwidth approaches
KDE: a method for the right choose of bandwidth Nearest-Neighbor Index Nearest-Neighbor Expected Distance NNI > 1     observed distance is higher than the expected distance;  events are more scattered than expected.   NNI < 1    observed distance is smaller than expected distance Nearest-Neighbor Observed Distance
KDE: classification of results
The case of study: Potenza hilltop town 1857 1930 1980 Over-consolidated clayey substratum Sandy-conglomerate deposit lays Narrow asymmetrical ridge
The case of study: Potenza hilltop town
The case of study: parameters selection ,[object Object],[object Object],[object Object]
The case of study: parameters selection Intensity choice 6 5 D5 5 4 D4 3 3 D3 2 2 D2 1 1 D1 Intensity in northern sector Intensity in middle-southern sector Damage level
The case of study: parameters selection Kernel choice Cell size choice 0.1m
The case of study: parameters selection Bandwidth choice 6.8 Nearest neighbour mean calculated for  whole point pattern Fixed for whole point pattern 1 KD map t  (m) Methods used to estimate  t   Bandwidth  approach Case
The case of study: parameters selection Bandwidth choice Sum of two resultant raster   3.9 6.8 D1-2-3 damage level: average of building’s  minimum semi-dimension. D4-5 damage level: nearest neighbour mean calculated for whole point pattern. Two different  fixed bandwidths 2 KD map t  (m) Methods used to estimate  t   Bandwidth  approach Case
The case of study: parameters selection Bandwidth choice Sum of two resultant raster 1.4÷9.9 6.8 4.1 D1-2-3 damage level:  building’s minimum semi- Dimension D4-5 damage level: Building’s area ≤ mean + sd nearest neighbour  mean calculated for whole point pattern Building’s area > mean + sd nearest neighbour  mean calculated for whole point pattern multiplied by correction. One KDE with  Fixed method,  one with Adaptive  method   3 KD map t  (m) Methods used to estimate  t   Bandwidth  approach Case
Results
Conclusions and future developments ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]

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Geostatistical Approach in Seismic Risk Danese Murgante Lazzari

  • 1. Kernel Density Estimation Methods for a Geostatistical Approach in Seismic Risk Analysis: the Case Study of Potenza Hilltop Town (southern Italy) Maria Danese * , **, Maurizio Lazzari * , Beniamino Murgante ** International Conference on Computational Science and Its Applications (ICCSA 2008) - 30June -3July 2008 - Perugia, Italy * National Counsil of Research Archaeological and Monumental Heritage Institute, ** Università degli Studi della Basilicata, Dipartimento di Architettura, Pianificazione ed Infrastrutture di Trasporto
  • 2. The problem: the seismic approach Program of prevision, prevention and protection Seismic event consequences evaluation and damages quantification Analysis of seismic damage scenarios
  • 3. Analysis of seismic damage scenarios: instruments European Macroseismic Macroscale 1998 Vulnerability classes Damage levels Historical macroseismic scenarios Relationships between macroseismic intensity and damage levels
  • 4.
  • 5. Methods: the Kernel Density Estimation (KDE)
  • 6.
  • 7. KDE: intensity and its measures First order effects (Absolute location) Second order effects ( Relative location ) Properties of a spatial distribution* *Gatrell et al. (1996)
  • 10. KDE: bandwidth Smaller Bandwidth (Levine, 1999) Greater Bandwidth (Levine, 1999) Relation between the bandwidth dimension and the study area
  • 12. KDE: a method for the right choose of bandwidth Nearest-Neighbor Index Nearest-Neighbor Expected Distance NNI > 1  observed distance is higher than the expected distance; events are more scattered than expected. NNI < 1  observed distance is smaller than expected distance Nearest-Neighbor Observed Distance
  • 14. The case of study: Potenza hilltop town 1857 1930 1980 Over-consolidated clayey substratum Sandy-conglomerate deposit lays Narrow asymmetrical ridge
  • 15. The case of study: Potenza hilltop town
  • 16.
  • 17. The case of study: parameters selection Intensity choice 6 5 D5 5 4 D4 3 3 D3 2 2 D2 1 1 D1 Intensity in northern sector Intensity in middle-southern sector Damage level
  • 18. The case of study: parameters selection Kernel choice Cell size choice 0.1m
  • 19. The case of study: parameters selection Bandwidth choice 6.8 Nearest neighbour mean calculated for whole point pattern Fixed for whole point pattern 1 KD map t (m) Methods used to estimate t Bandwidth approach Case
  • 20. The case of study: parameters selection Bandwidth choice Sum of two resultant raster 3.9 6.8 D1-2-3 damage level: average of building’s minimum semi-dimension. D4-5 damage level: nearest neighbour mean calculated for whole point pattern. Two different fixed bandwidths 2 KD map t (m) Methods used to estimate t Bandwidth approach Case
  • 21. The case of study: parameters selection Bandwidth choice Sum of two resultant raster 1.4÷9.9 6.8 4.1 D1-2-3 damage level: building’s minimum semi- Dimension D4-5 damage level: Building’s area ≤ mean + sd nearest neighbour mean calculated for whole point pattern Building’s area > mean + sd nearest neighbour mean calculated for whole point pattern multiplied by correction. One KDE with Fixed method, one with Adaptive method 3 KD map t (m) Methods used to estimate t Bandwidth approach Case
  • 23.