Permeability identification of porous media in resin transfer moulding
Permeability identification of porous media in resin transfer moulding
Fundamental research areas concerning Resin Transfer Moulding (RTM) are categorized in three main topics: Permeability identification, Flow analysis and Injection pressure predication. Some fundamental problems on permeability identification which is considered as a base of RTM researches are theoretically and experimentally examined. Under generalised boundary conditions of injection pressures or flow rates considered as time functions, several analytical solutions for both channel flows and radial flows through isotropic or anisotropic fiber preforms are developed. The gravitational effect is also considered, while these solutions are derived. By using these solutions in permeability identification measurements, it is no longer required that injection pressures or flow rates are to be constants as reported in current references. It is demonstrated that the effect of gravitation on two- or three-dimensional radial flows is to produce a translation of the wetted domain of medium. A moving coordinate system fixed at the centre of wetted area is proposed to avoid the gravitational effect on experiment measurements.
Eighty seven practical identification experiments are completed to validate these fundamental results and the proposed experiment methods. Further research problems into the theoretical results and experimental work are described.
University of Southampton
Xing, Jun
66e23936-5a40-4b5d-ba06-c288f240bf11
2001
Xing, Jun
66e23936-5a40-4b5d-ba06-c288f240bf11
Xing, Jun
(2001)
Permeability identification of porous media in resin transfer moulding.
University of Southampton, Doctoral Thesis.
Record type:
Thesis
(Doctoral)
Abstract
Fundamental research areas concerning Resin Transfer Moulding (RTM) are categorized in three main topics: Permeability identification, Flow analysis and Injection pressure predication. Some fundamental problems on permeability identification which is considered as a base of RTM researches are theoretically and experimentally examined. Under generalised boundary conditions of injection pressures or flow rates considered as time functions, several analytical solutions for both channel flows and radial flows through isotropic or anisotropic fiber preforms are developed. The gravitational effect is also considered, while these solutions are derived. By using these solutions in permeability identification measurements, it is no longer required that injection pressures or flow rates are to be constants as reported in current references. It is demonstrated that the effect of gravitation on two- or three-dimensional radial flows is to produce a translation of the wetted domain of medium. A moving coordinate system fixed at the centre of wetted area is proposed to avoid the gravitational effect on experiment measurements.
Eighty seven practical identification experiments are completed to validate these fundamental results and the proposed experiment methods. Further research problems into the theoretical results and experimental work are described.
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Published date: 2001
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Local EPrints ID: 464480
URI: http://eprints.soton.ac.uk/id/eprint/464480
PURE UUID: 450f29ee-2d3b-4a93-adba-da1e671b727d
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Date deposited: 04 Jul 2022 23:41
Last modified: 16 Mar 2024 19:33
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Author:
Jun Xing
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