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Energy trade-offs and market responses in transport and residential land-use patterns: promoting sustainable development - policy and pitfalls.

Cooper, James A; Ryley, Timothy John; Smyth, Austin

Authors

James A Cooper

Timothy John Ryley

Austin Smyth



Abstract

Sustainable development policy is examined for the Belfast Metropolitan Area using
a range of linked aggregate and disaggregate models. Energy trade-offs were modelled for both
‘stationary’ private dwellings and ‘mobile’ traf� c-related energy sources. The research suggests
that land-use policies, and in particular corridor-based densi� cation linked to improved public
transport, can achieve very signi� cant reductions in mobile energy consumption and modest
reductions in stationary energy use linked to residential lay-out design. This would apply to
urban areas such as Belfast which exhibit the classic dispersal of population following deindustrialisation.
To realise the potential energy savings, sustainable development policy needs to achieve
at least the acquiescence of the consumer. Consumers will only support energy-ef� cient heating
systems, improved public transport, densi� cation policies and road charging, if there is some
perceived element of � nancial compensation or other increase in utility for the individual

Citation

Cooper, J. A., Ryley, T. J., & Smyth, A. (2001). Energy trade-offs and market responses in transport and residential land-use patterns: promoting sustainable development - policy and pitfalls. Urban Studies, 38, 1573-1588. https://doi.org/10.1080/00420980126673

Journal Article Type Article
Publication Date Aug 1, 2001
Deposit Date Jun 13, 2008
Print ISSN 0042-0980
Publisher SAGE Publications
Peer Reviewed Peer Reviewed
Volume 38
Pages 1573-1588
DOI https://doi.org/10.1080/00420980126673
Keywords land-use policy; Belfast; sustainable development; public transport; densification; energy trade-offs;
Public URL http://researchrepository.napier.ac.uk/id/eprint/1965
Publisher URL http://usj.sagepub.com/cgi/reprint/38/9/1573.pdf