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   <subfield code="D">J.</subfield>
   <subfield code="u">Department of Mathematics, Imperial College of Science, Technology &amp; Medicine, SW7 2BZ, London, U.K.</subfield>
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   <subfield code="a">Diffusion controlled smoulder propagation in a thin slab</subfield>
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   <subfield code="a">Complex variable techniques are used to determine the shape of the smouldering reaction front and the concentration of the oxidizer behind the front for steady smoulder propagation in a solid slab of exothermically reacting material. It extends an earlier free boundary problem of Adler and Herbert which considered diffusion controlled smoulder propagation in a half-space. The region behind the reaction front is assumed to be porous, the oxidizer diffusing from both planar surfaces to the front, where its concentration vanishes. Suitable scaling allows the oxidizer concentration to be expanded in powers of a small parameter. The resulting coupled differential equations for the coefficients are solved in terms of functional equations. Some consideration is given to the regions where the front meets the planar surfaces. It is shown that, close to the leading edge, the surface concentration varies monotonically with distance from the edge.</subfield>
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