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dc.contributor.authorStokes, Y.M.-
dc.contributor.authorCrowdy, D.G.-
dc.contributor.authorEbendorff-Heidepriem, H.-
dc.contributor.authorBuchak, P.-
dc.contributor.authorChen, M.J.-
dc.contributor.editorGutschmidt, S.-
dc.contributor.editorHewett, J.N.-
dc.contributor.editorSellier, M.-
dc.identifier.citationSolid Mechanics and its Applications, 2019 / Gutschmidt, S., Hewett, J.N., Sellier, M. (ed./s), vol.34, pp.1-13-
dc.description.abstractThis paper reviews the development of an efficient mathematical model for the drawing of optical fibres using extensional flow theory which is applicable for fibres of arbitrary geometry. The model is comprised of a 1D axial stretching problem describing the change in area of the cross-section from preform to fibre coupled with a 2D cross-plane problem describing the evolution of a cross-section. The solution of the axial stretching problem may be written in an exact form while the cross-plane problem must, in general, be solved numerically. The model may be used to solve forward and inverse problems and gives results that compare well with experiments.-
dc.description.statementofresponsibilityYvonne M. Stokes, Darren G. Crowdy, Heike Ebendorff-Heidepriem, Peter Buchak and Michael J. Chen-
dc.relation.ispartofseriesIUTAM Bookseries; 34-
dc.rights© Springer Nature Switzerland AG 2019-
dc.subjectExtensional flow; F\free-boundary problem; optical fibres-
dc.titleCan we fabricate that fibre?-
dc.typeConference paper-
dc.contributor.conferenceIUTAM Symposium on Recent Advances in Moving Boundary Problems in Mechanics (12 Feb 2015 - 15 Feb 2015 : Christchurch, New Zealand)-
dc.publisher.placeCham, Switzerland-
dc.identifier.orcidStokes, Y.M. [0000-0003-0027-6077]-
dc.identifier.orcidEbendorff-Heidepriem, H. [0000-0002-4877-7770]-
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Mathematical Sciences publications

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