Cormac Reale

Dr. Cormac Reale

University of Bath
orcid

Research Focus & Metrics

Academic Career Length

12Years (2015-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 May 2015 in Computers and Geotechnics
Verified
Journal Article
Closed access
CRCormac Reale
Cormac Reale
JXJianfeng Xue
Jianfeng Xue
ZPZhangming Pan
Zhangming Pan
KGKenneth Gavin
Kenneth Gavin

1 April 2018 in Advanced Engineering Informatics
Verified
Journal Article
Closed access
CRCormac Reale
Cormac Reale
KGKenneth Gavin
Kenneth Gavin
LLLovorka Librić
Lovorka Librić
DJDanijela Jurić-Kaćunić
Danijela Jurić-Kaćunić


1 December 2016 in Engineering Geology
Verified
Journal Article
Closed access
KMKarlo Martinović
Karlo Martinović
KGKenneth Gavin
Kenneth Gavin
CRCormac Reale
Cormac Reale

1 April 2018 in Geomorphology
Verified
Journal Article
Closed access
KMKarlo Martinović
Karlo Martinović
KGKenneth Gavin
Kenneth Gavin
CRCormac Reale
Cormac Reale
CMCathal Mangan
Cathal Mangan

1 June 2018 in Canadian Geotechnical Journal
Verified
Journal Article
Closed access
KMKarlo Martinović
Karlo Martinović
CRCormac Reale
Cormac Reale
KGKenneth Gavin
Kenneth Gavin
Many of the earthworks assets on rail transport networks were constructed in the 1800s and have thus operated for periods far in excess of their expected service life. Incidences of failure — particularly shallow planar landslides — are increasing, in part due to the effect of more intense and longer duration rainfall events. Network owners have difficulty in targeting scarce resources to reduce risk across networks. This paper proposes a methodology for developing fragility curves for rainfall-induced landslides on transport networks. Fragility curves provide the probability of exceedance of different limit states for a given hazard considering a range of magnitudes. In this paper, the vulnerability of slopes as expressed by a loss of performance is quantified for rainfall events of various intensities and duration. The approach expands upon probabilistic slope stability analysis and provides a rational logical framework for considering how vulnerable a slope is to rainfall-induced failure.