Araştırma Makalesi
BibTex RIS Kaynak Göster
Yıl 2004, Cilt: 128 Sayı: 128, 61 - 62, 01.09.2004

Öz


Kaynakça

  • Alvarez, R., 1990. Structure of the basin of Mexico City and its relatıon to destruction in the earthquake of 1985. Geotechnical and Environmental Geophysics, 3, 263-279
  • Baranov, W., 1975. Potantial fields and their trans- formations in applied geophysics. Gebrüder Borntraeger Berlin,122p.
  • Bracewell, R.N. 1986. The Fourier transform and its applications. McGraw Hill Book Comp. Revi- sed Second Edition, 474p.
  • Butler,D.K.,1995. Generalized gravity gradient analysis for 2-D inversion. Geophysics, 60, 4. 1018- 1028.
  • Demirbaş, Ş.: Şenel.H.: Özmenek,G. ve Endeş, H., 2003. İzmit Büyükşehir Belediyesi adına jeofi- zik zemin etüdü gravite raporu. MTA Rap. no. 2003-34, (yayımlanmamış) Ankara.
  • Heiland,C.A., 1943. Arapid method for measuring the profile components of horizontal and vertical gravity gradients. Geophysics, v. 8, p. 119.
  • Heiland,C.A..1968. Geoohysical exploration. Hafner Publishing Co.New York, 956p, (Second Edi- tion)
  • Jung,K., 1961. Schwerkraftverfahren in der angevvand- ten Geophysik. Geest and Portig K.-G.
  • Keçeli,A., 2000. Zemin-Deprem. Jeofizik Bülten, 37.
  • Marguardt, D.W.,1963. An algorithm for least-squares estimation of non-linear parameters. Journal Society Industrial Applied Mathamathics, 11, 2,431-441.
  • Motosaka, M. ve Nagana, M., 1997. Analysis of amplification characterized of ground motions in the heavily damagedbelt zone during the 1995 Hyogo-Ken Nanbu (Kobe) earthquake. Earthquake Engineering and Structural Dynamics, 26, 377-393.
  • Murthy, I.V.R., ve Krishnamacharyulu, S.K.G., 1990. Automatic inversion of gravity anomalies of faults, Computers and Geosciences, 16/4, 539-548.
  • Nabighian, l.N.,1972. The analytic signal of two dimen- sional magnetic bodies with polygonal cross section, its properties and use for automated anomaly interpretation. Geophysics, 37, 507- 512.
  • Noguchi, T. ve Nishida, R., 2002. Determination of subsurface structure of Tottori Plain using microtremors and gravity anomaly. Journal of Natural Disaster Science, 24, 1, 1-13
  • Paul, M.K., Datta, S. ve Banerjee, B., 1966. Direct interpretation of two-dimensional structural faults from gravity data. Geophysics, 31/5, 940-948.
  • Pick, M.; Picha, J. ve Vyskocil, V., 1973. Theory of the Earth's gravity field. Elsevier Scientific Publ.Co. 538p.
  • Rao, B.S.R., ve Murthy, I.V.R., 1978. Gravity and magnetic methods of prospecting. Arnold Heinemann, 392p.
  • Stanley, J.M., 1977. Simplified gravity interpretation by gradients-the geological contact. Geophysics, 42, 6, 1230-1235.
  • , ve Green, R., 1976. Gravity gradients and the interpretation of the truncated plate. Geophysics, 41, 1270-1276.
  • Sundararajan, N., Mohan, N.L., ve Seshagiri Rao, S.V. 1983. Gravity interpretation of two dimensional fault structures used in Hilbert transforms. Journal of Geophysics, 53, 34- 41.
  • Şenel, H., 2003. Alüvyon altı basenlerin gravimetrik modellemesi ve deprem hasarları ile ilişkisi. 20-24 Ekim 2003, Türkiye 15. Jeofizik Kurul- tayı Bildiri özetleri kitabı, DESEM-İzmir, 148.
  • , 2003. Avcılar deprem hasarlarının odaklan- ma etkisinin gravimetrik modelle açıklaması. 20-24 Ekim 2003, Türkiye 15. Jeofizik Kurul-tayı Bildiri özetleri kitabı, DESEM-İzmir, 148.

GRAVIMETRIC MODELING OF BASIN AND RELATION WITH EARTHQUAKE DAMAGES

Yıl 2004, Cilt: 128 Sayı: 128, 61 - 62, 01.09.2004

Öz

After the 17
August 1999 earthquake, as the regional distribution of the damaged buildinas
at Gölcük-İzmit and surroundings are examined, it can be observed that some of
the buildings in some regions that have the same quality and type with other
buildings in other areas have more damage. This work attempts to point out that
the concerned situation is closely related with the alluvium and basement
topography over lined by the deposit layer as well as the rigidity of the soil.
After 17 August 1999 earthquake, considering the allocation of heavy damaged
buildings in the study area it can be seen that, they are close to the half
basins whose southern sides are open or buried valley walls. This direction is
in the way of the Earthquake waves. This situation clearlv demonstrates the
focusing effects of the earthquake waves. In order to show the focusing effect
of the earthquake waves, 785 gravity data in 4 km2 area are measured in the
settlement of İzmit municipality and. their modelling with inverse solution
techniques were done to obtain the shape of the basement topoaraphy which is
covered with alluvium. The location of the collapsed, heavy and intermediate
damaged buildings was plotted on the calculated basement map and accordingly
basin depth and damage distribution were observed as correlated. This relation
will be preliminary information for the locations where the damage would be
more concentrated in probable further earthquakes. The basement rock shows a
deepening attitude towards the southern part of the study area. Basement
topography is clearly formed by the buried sequential valley-hillside
structures and slope of buried basin is close to right angle over some places.
It is interesting that the damage density on the high stored buildings
increases on the alluvial areas that are over the buried valley shape basement
topography. The vertical or sub vertical hillsides of the basement topography
covered by alluvium can be considered as buried fault planes. The surface
topography that is seen as valley-hillside in the northern of the study area
shows continuity to the west with the alluvial cover in southern of the study
area needs to be taken into consideration of the oblique faulting.

Kaynakça

  • Alvarez, R., 1990. Structure of the basin of Mexico City and its relatıon to destruction in the earthquake of 1985. Geotechnical and Environmental Geophysics, 3, 263-279
  • Baranov, W., 1975. Potantial fields and their trans- formations in applied geophysics. Gebrüder Borntraeger Berlin,122p.
  • Bracewell, R.N. 1986. The Fourier transform and its applications. McGraw Hill Book Comp. Revi- sed Second Edition, 474p.
  • Butler,D.K.,1995. Generalized gravity gradient analysis for 2-D inversion. Geophysics, 60, 4. 1018- 1028.
  • Demirbaş, Ş.: Şenel.H.: Özmenek,G. ve Endeş, H., 2003. İzmit Büyükşehir Belediyesi adına jeofi- zik zemin etüdü gravite raporu. MTA Rap. no. 2003-34, (yayımlanmamış) Ankara.
  • Heiland,C.A., 1943. Arapid method for measuring the profile components of horizontal and vertical gravity gradients. Geophysics, v. 8, p. 119.
  • Heiland,C.A..1968. Geoohysical exploration. Hafner Publishing Co.New York, 956p, (Second Edi- tion)
  • Jung,K., 1961. Schwerkraftverfahren in der angevvand- ten Geophysik. Geest and Portig K.-G.
  • Keçeli,A., 2000. Zemin-Deprem. Jeofizik Bülten, 37.
  • Marguardt, D.W.,1963. An algorithm for least-squares estimation of non-linear parameters. Journal Society Industrial Applied Mathamathics, 11, 2,431-441.
  • Motosaka, M. ve Nagana, M., 1997. Analysis of amplification characterized of ground motions in the heavily damagedbelt zone during the 1995 Hyogo-Ken Nanbu (Kobe) earthquake. Earthquake Engineering and Structural Dynamics, 26, 377-393.
  • Murthy, I.V.R., ve Krishnamacharyulu, S.K.G., 1990. Automatic inversion of gravity anomalies of faults, Computers and Geosciences, 16/4, 539-548.
  • Nabighian, l.N.,1972. The analytic signal of two dimen- sional magnetic bodies with polygonal cross section, its properties and use for automated anomaly interpretation. Geophysics, 37, 507- 512.
  • Noguchi, T. ve Nishida, R., 2002. Determination of subsurface structure of Tottori Plain using microtremors and gravity anomaly. Journal of Natural Disaster Science, 24, 1, 1-13
  • Paul, M.K., Datta, S. ve Banerjee, B., 1966. Direct interpretation of two-dimensional structural faults from gravity data. Geophysics, 31/5, 940-948.
  • Pick, M.; Picha, J. ve Vyskocil, V., 1973. Theory of the Earth's gravity field. Elsevier Scientific Publ.Co. 538p.
  • Rao, B.S.R., ve Murthy, I.V.R., 1978. Gravity and magnetic methods of prospecting. Arnold Heinemann, 392p.
  • Stanley, J.M., 1977. Simplified gravity interpretation by gradients-the geological contact. Geophysics, 42, 6, 1230-1235.
  • , ve Green, R., 1976. Gravity gradients and the interpretation of the truncated plate. Geophysics, 41, 1270-1276.
  • Sundararajan, N., Mohan, N.L., ve Seshagiri Rao, S.V. 1983. Gravity interpretation of two dimensional fault structures used in Hilbert transforms. Journal of Geophysics, 53, 34- 41.
  • Şenel, H., 2003. Alüvyon altı basenlerin gravimetrik modellemesi ve deprem hasarları ile ilişkisi. 20-24 Ekim 2003, Türkiye 15. Jeofizik Kurul- tayı Bildiri özetleri kitabı, DESEM-İzmir, 148.
  • , 2003. Avcılar deprem hasarlarının odaklan- ma etkisinin gravimetrik modelle açıklaması. 20-24 Ekim 2003, Türkiye 15. Jeofizik Kurul-tayı Bildiri özetleri kitabı, DESEM-İzmir, 148.
Toplam 22 adet kaynakça vardır.

Ayrıntılar

Birincil Dil İngilizce
Konular Mühendislik
Bölüm Makaleler
Yazarlar

Hakkı Şenel Bu kişi benim

Yayımlanma Tarihi 1 Eylül 2004
Yayımlandığı Sayı Yıl 2004 Cilt: 128 Sayı: 128

Kaynak Göster

APA Şenel, H. (2004). GRAVIMETRIC MODELING OF BASIN AND RELATION WITH EARTHQUAKE DAMAGES. Bulletin of the Mineral Research and Exploration, 128(128), 61-62.
AMA Şenel H. GRAVIMETRIC MODELING OF BASIN AND RELATION WITH EARTHQUAKE DAMAGES. Bull.Min.Res.Exp. Eylül 2004;128(128):61-62.
Chicago Şenel, Hakkı. “GRAVIMETRIC MODELING OF BASIN AND RELATION WITH EARTHQUAKE DAMAGES”. Bulletin of the Mineral Research and Exploration 128, sy. 128 (Eylül 2004): 61-62.
EndNote Şenel H (01 Eylül 2004) GRAVIMETRIC MODELING OF BASIN AND RELATION WITH EARTHQUAKE DAMAGES. Bulletin of the Mineral Research and Exploration 128 128 61–62.
IEEE H. Şenel, “GRAVIMETRIC MODELING OF BASIN AND RELATION WITH EARTHQUAKE DAMAGES”, Bull.Min.Res.Exp., c. 128, sy. 128, ss. 61–62, 2004.
ISNAD Şenel, Hakkı. “GRAVIMETRIC MODELING OF BASIN AND RELATION WITH EARTHQUAKE DAMAGES”. Bulletin of the Mineral Research and Exploration 128/128 (Eylül 2004), 61-62.
JAMA Şenel H. GRAVIMETRIC MODELING OF BASIN AND RELATION WITH EARTHQUAKE DAMAGES. Bull.Min.Res.Exp. 2004;128:61–62.
MLA Şenel, Hakkı. “GRAVIMETRIC MODELING OF BASIN AND RELATION WITH EARTHQUAKE DAMAGES”. Bulletin of the Mineral Research and Exploration, c. 128, sy. 128, 2004, ss. 61-62.
Vancouver Şenel H. GRAVIMETRIC MODELING OF BASIN AND RELATION WITH EARTHQUAKE DAMAGES. Bull.Min.Res.Exp. 2004;128(128):61-2.

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