Search Results - Wattis, J.A.D.

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  1. 1
    Solution classes of the matrix second Painlevé hierarchy

    Solution classes of the matrix second Painlevé hierarchy by Gordoa, P.R., Pickering, A., Wattis, J.A.D.

    Published in Physica. D
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  2. 2
    A comparison of different models for mechanical alloying

    A comparison of different models for mechanical alloying by Harris, J.R., Wattis, J.A.D., Wood, J.V.

    Published in Acta materialia
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  3. 3
    Nonisospectral scattering problems and similarity reductions

    Nonisospectral scattering problems and similarity reductions by Gordoa, P.R., Pickering, A., Wattis, J.A.D.

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  4. 4
    Similarity solution of coagulation equation with an inverse kernel

    Similarity solution of coagulation equation with an inverse kernel by Mimouni, Z., Wattis, J.A.D.

    Published in Physica A
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  5. 5
    A continuum receptor model of hepatic lipoprotein metabolism

    A continuum receptor model of hepatic lipoprotein metabolism by Tindall, M.J., Wattis, J.A.D., O’Malley, B.J., Pickersgill, L., Jackson, K.G.

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  6. 6
    The effect of ureteric stents on urine flow: reflux

    The effect of ureteric stents on urine flow: reflux by Cummings, L J, Waters, S L, Wattis, J A D, Graham, S J

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  7. 7
    Preface

    Preface by da Costa, F.P., Grinfeld, M., Lamb, W., Wattis, J.A.D.

    Published in Physica. D
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  8. 8
    Biofilm and encrustation development on stents and catheters

    Biofilm and encrustation development on stents and catheters by Siggers, J.H., Wattis, J.A.D., Cummings, L.J., Waters, S.L.

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  9. 9
    Flow dynamics in a stented ureter

    Flow dynamics in a stented ureter by Waters, S.L., Siggers, J.H., Wattis, J.A.D., Cummings, L.J.

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  10. 10
    Coagulation equations with mass loss

    Coagulation equations with mass loss by WATTIS, Jonathan A. D, MCCARTNEY, D. Graham, GUDMUNDSSON, Throstur

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  11. 11
    Solitons on lattices

    Solitons on lattices by Duncan, D.B., Eilbeck, J.C., Feddersen, H., Wattis, J.A.D.

    Published in Physica. D
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  12. 12
    Approximations of solitary waves on lattices using weak and variational formulations

    Approximations of solitary waves on lattices using weak and variational formulations by Duncan, D.B., Wattis, J.A.D.

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