Ken Mccaffrey

Prof. Dr. Ken Mccaffrey

Department of Earth Sciences, University of Durham, Durham DH1 3LE, UK
orcid

Research Focus & Metrics

Academic Career Length

36Years (1991-Present)

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

Representative Publications

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7 December 2000 in Nature
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Journal Article
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NPNick Petford
Nick Petford
Alexander R CrudenAlexander R Cruden
Alexander R Cruden
Ken MccaffreyKen Mccaffrey
Ken Mccaffrey
JVjean louis Vigneresse
jean louis Vigneresse

1 December 2005 in Journal of the Geological Society
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Journal Article
Closed access
Ken MccaffreyKen Mccaffrey
Ken Mccaffrey
RJR.R. Jones
R.R. Jones
RHR.E. Holdsworth
R.E. Holdsworth
RWR.W. Wilson
R.W. Wilson
PCP. Clegg
P. Clegg
ITImmo Trinks
Immo Trinks
The development of affordable digital technologies that allow the collection and analysis of georeferenced field data represents one of the most significant changes in field-based geoscientific study since the invention of the geological map. Digital methods make it easier to re-use pre-existing data (e.g. previous field data, geophysical survey, satellite images) during renewed phases of fieldwork. Increased spatial accuracy from satellite and laser positioning systems provides access to geostatistical and geospatial analyses that can inform hypothesis testing during fieldwork. High-resolution geomatic surveys, including laser scanning methods, allow 3D photorealistic outcrop images to be captured and interpreted using novel visualization and analysis methods. In addition, better data management on projects is possible using geospatially referenced databases that match agreed international data standards. Collectively, the new techniques allow 3D models of geological architectures to be constructed directly from field data in ways that are more robust compared with the abstract models constructed traditionally by geoscientists. This development will permit explicit information on uncertainty to be carried forward from field data to the final product. Current work is focused upon the development and implementation of a more streamlined digital workflow from the initial data acquisition stage to the final project output.

1 August 2004 in Journal of Structural Geology
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Journal Article
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RJRichard R. Jones
Richard R. Jones
RHRobert E. Holdsworth
Robert E. Holdsworth
PCPhillip Clegg
Phillip Clegg
Ken MccaffreyKen Mccaffrey
Ken Mccaffrey
ETEnrico Tavarnelli
Enrico Tavarnelli

1 January 1997 in Journal of the Geological Society
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Journal Article
Closed access
Ken MccaffreyKen Mccaffrey
Ken Mccaffrey
NPN. Petford
N. Petford
Published length (L) and thickness (T) data on 135 laccolith and 21 granite intrusions define power-law relationships of the form L=kT a typical of systems exhibiting scale invariant (fractal) behaviour. Both data sets are characterised by an exponent a< 1 (0.88 ±0.1 for laccoliths and 0.80 ± 0.20 for plutons) that reflects an inherent preference for scale invariant tabular-sheet geometries. These power-law size relationships can be explained in mechanical terms by the need for an incoming magma sheet to travel laterally some distance before vertical thickening can occur. Sheet thickness is a function of available magma pressure which for an intrusion fed by a feeder dyke is proportional to the vertical magma transport distance.

1 April 2001 in Physics and Chemistry of the Earth, Part A: Solid Earth and Geodesy
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Journal Article
Closed access
Alexander R CrudenAlexander R Cruden
Alexander R Cruden
Ken MccaffreyKen Mccaffrey
Ken Mccaffrey

1 January 2009 in Computers & Geosciences
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Journal Article
Closed access
RJR.R. Jones
R.R. Jones
Ken MccaffreyKen Mccaffrey
Ken Mccaffrey
PCP. Clegg
P. Clegg
RWR.W. Wilson
R.W. Wilson
NHN.S. Holliman
N.S. Holliman
SWS. Waggott
S. Waggott