C J Chapman, Keele University - Publications

CHAPMAN C. J. & S. C. HAWKINS (2024) Near-field scattering by the method of locally subsonic waves
CHAPMAN C. J. & S. G. MOGILEVSKAYA (2023) Uniform approximations and effective boundary conditions for a high-contrast elastic interface
CHAPMAN C. J. & S. V. SOROKIN (2022) A Poisson scaling approach to backward wave propagation in a tube
CHAPMAN, C. J. & H. P. WYNN (2021) Fractional power series and the method of dominant balances
CHAPMAN, C. J. & S. V. SOROKIN (2021) A Wronskian method forelastic waves propagating along a tube
CHAPMAN, C. J. & C. J. POWLES (2019) Basic singular fields in the theory of impulsive supersonic leading-edge noise
CHAPMAN, C. J. & C. J. POWLES (2019) Canonical sound fields in the frequency-domain theory ofsupersonic leading-edge noise
CHAPMAN, C. J. & S. V. SOROKIN (2018) Reduced-order modelling of wave propagation in an elastic layer of constant curvature and thickness
CHAPMAN, C. J. & S. V.(2017) The deferred limit method for long waves in a curved waveguide. Proc. R. Soc. A 473:20160900.
CHAPMAN, C. J. Aircraft Noise
CHAPMAN, C. J. Shock Waves
CHAPMAN, C. J. An asymptotic decoupling method for waves in layered media
CHAPMAN, C. J. & S. V. SOROKIN A hierarchy of high-order theories for symmetric modes in anelasticlayer
CHAPMAN, C. J. & S. V. SOROKIN (2016) A class of reduced-order models in the theory of waves and stability. Proc. Roy. Soc. A 472:20150703, pp. 1{17. doi: 10.1098/rspa.2015.0703.
CHAPMAN, C. J. (2016) The reduction of sound from aircraft engines. In: P. J. Aston et al (ed.) UK Success Stories in Applied Mathematics (Switzerland, Springer), pp. 117{123.
CHAPMAN, C. J. (2015) Shock Waves. In: N. J. Higham (ed.) Princeton Companion to Applied Mathematics (USA, Princeton University Press), pp. 720-724.
CHAPMAN, C. J. (2015) Aircraft Noise. In: N. J. Higham (ed.) Princeton Companion to Applied Mathematics (USA, Princeton University Press), pp. 783{787.
SOROKIN, S.V. & CHAPMAN, C.J. (2014) A hierarchy of high-order theories for symmetric modes in an elastic layer. Journal of Sound and Vibration 333, pp. 3501-3522.
CHAPMAN, C. J. (2014) Mathematics in a Changing World. Mathematics Today 50, 256-257.
CHAPMAN, C. J. (2013) An asymptotic decoupling method for waves in layered media. Proc. Roy. Soc. A 469:20120659, pp. 1{17. doi: 10.1098/rspa.2012.0659.
CHAPMAN, C.J. (2012) The asymptotic theory of dispersion relations containing Bessel functions of imaginary order. Proc. Roy. Soc. A 468, pp. 4008-4023. doi: 10.1098/ rspa.2012.0459.
YUMASHEV, D., ABRAHAMS, I.D., CHAPMAN, C. J. et al. (2012) Broadband Hydroacoustic Research (Phase II), pp. 1{40. Contract report DSTLX-62650 BHAR, from Thales Underwater Systems Ltd, presented to MoD.
SOROKIN, S.V. & CHAPMAN, C.J. (2011) A hierarchy of rational Timoshenko dis- persion relations. Journal of Sound and Vibration 330, pp. 5460-5473.