# Items where Subject is "Australian and New Zealand Standard Research Classification > MATHEMATICAL SCIENCES (010000) > APPLIED MATHEMATICS (010200) > Theoretical and Applied Mechanics (010207)"

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- Subjects classification (40559)
- Australian and New Zealand Standard Research Classification (40559)
- MATHEMATICAL SCIENCES (010000) (1344)
- APPLIED MATHEMATICS (010200) (517)
**Theoretical and Applied Mechanics (010207)**(37)

- APPLIED MATHEMATICS (010200) (517)

- MATHEMATICAL SCIENCES (010000) (1344)

- Australian and New Zealand Standard Research Classification (40559)

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**37**.## B

Back, Julian M., McCue, Scott W., Hsieh, Mike Hou-Ning, & Moroney, Timothy J. (2014) The effect of surface tension and kinetic undercooling on a radially-symmetric melting problem.

*Applied Mathematics and Computation*,*229*, pp. 41-52.Back, Julian M., McCue, Scott W., & Moroney, Timothy J. (2014) Including nonequilibrium interface kinetics in a continuum model for melting nanoscaled particles.

*Scientific Reports*,*4*(7066). 6

Back, Julian M., McCue, Scott W., & Moroney, Timothy J. (2011) Numerical study of two ill-posed one-phase Stefan problems.

*The ANZIAM Journal*,*52*, C430-C446. 124

Binder, Benjamin J., Blyth, Mark G., & McCue, Scott W. (2013) Free-surface flow past arbitrary topography and an inverse approach for wave-free solutions.

*IMA Journal of Applied Mathematics*,*78*(4), pp. 685-696. 20

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## C

Cox, Grant M., McCue, Scott W., Thamwattana, Ngamta, & Hill, James M. (2005) Perturbation solutions for flow through symmetrical hoppers with inserts and asymmetrical wedge hoppers.

*Journal of Engineering Mathematics*,*52*(1), pp. 63-91. 1

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## D

Dallaston, Michael C. & McCue, Scott W. (2010) Accurate series solutions for gravity-driven Stokes waves.

*Physics of Fluids*,*22*(082104). 114

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Dallaston, Michael C. & McCue, Scott W. (2013) Bubble extinction in Hele-Shaw flow with surface tension and kinetic undercooling regularisation.

*Nonlinearity*,*26*(6), pp. 1639-1665. 141

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Dallaston, Michael C. & McCue, Scott W. (2014) Corner and finger formation in Hele-Shaw flow with kinetic undercooling regularisation.

*European Journal of Applied Mathematics*,*25*(6), pp. 707-727.Dallaston, Michael C. & McCue, Scott W. (2012) New exact solutions for Hele-Shaw flow in doubly connected regions.

*Physics of Fluids*,*24*, 052101-1---14. 178

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Dallaston, Michael C. & McCue, Scott W. (2011) Numerical solution to the Saffman-Taylor finger problem with kinetic undercooling regularisation.

*ANZIAM Journal*,*52*, C124-C138. 177

Dallaston, Michael C. & McCue, Scott W. (2012) An accurate numerical scheme for the contraction of a bubble in a Hele-Shaw cell.

*The ANZIAM Journal*,*54*, C309-C326. 24

Dorr, Gary J., Kempthorne, Daryl, Mayo, Lisa C., Forster, W. Alison, Zabkiewicz, Jerzy A., McCue, Scott W., et al. (2014) Towards a model of spray-canopy interactions : interception, shatter, bounce and retention of droplets on horizontal leaves.

*Ecological Modelling*,*290*, pp. 94-101. 1

## F

Forbes, Lawrence K. & McCue, Scott W. (1999) Optimal fluid injection strategies for in situ mineral leaching in two-dimensions.

*Journal of Engineering Mathematics*,*36*(3), pp. 185-206. 1

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## H

Hill, James, McCue, Scott, & Wu, Bisheng (2008) Asymptotic results for a Stefan problem with surface tension. In Denier, J, Finn, M, & Mattner, T (Eds.)

*Proceedings of the 22nd International Congress of Theoretical and Applied Mechanics: CD ROM (ICTAM)*, 25-29 August 2008, Australia, South Australia, Adelaide. 33

Hill, James M., Spencer, Anthony J.M., & McCue, Scott W. (2009) Application of a continuum theory to vertical vibrations of a layer of granular material.

*International Journal of Engineering Science*,*47*(11-12), pp. 1216-1231. 68

Hsieh, Mike, McCue, Scott W., Moroney, Timothy J., & Nelson, Mark I. (2011) Drug diffusion from polymeric delivery devices : a problem with two moving boundaries.

*The ANZIAM Journal*,*52*, C549-C566. 136

## J

Jazaei, Farhad, Simpson, Matthew, & Clement, Prabhakar (2014) An analytical framework for quantifying aquifer response time scales associated with transient boundary conditions.

*Journal of Hydrology*,*519*(Part B), pp. 1642-1648. 20

Johnpillai, I. Kenneth, McCue, Scott W., & Hill, James M. (2005) Lie group symmetry analysis for granular media stress equations.

*Journal of Mathematical Analysis and Applications*,*301*(1), pp. 135-157. 45

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## L

Lin, Tian Ran, Tan, Andy, Yan, Cheng, & Hargreaves, Douglas (2011) Vibration of L-shaped plates under a deterministic force or moment excitation : a case of statistical energy analysis application.

*Journal of Sound and Vibration*,*330*(20), pp. 4780-4797. 171

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Lustri, Christopher J., McCue, Scott W., & Binder, Benjamin J. (2012) Free surface flow past topography : a beyond-all-orders approach.

*European Journal of Applied Mathematics*,*23*, pp. 441-467. 149

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## M

Mayo, Lisa C., McCue, Scott W., & Moroney, Timothy J. (2013) Gravity-driven fingering simulations for a thin liquid film flowing down the outside of a vertical cylinder.

*Physical Review E (Statistical, Nonlinear, and Soft Matter Physics)*,*87*(5), pp. 1-16. 103

1

Mayo, Lisa C., McCue, Scott W., & Moroney, Timothy J. (2013) Numerical solutions for thin film flow down the outside and inside of a vertical cylinder.

*The ANZIAM Journal*,*54*, C377-C393. 48

McCue, Scott W. (2000) Free surface flow into a horizontal slot with zero gravity.

*Physics of Fluids*,*12*(8), pp. 2145-2147. 148

McCue, Scott W. & Forbes, Lawrence K. (1999) Bow and stern flows with constant vorticity.

*Journal of Fluid Mechanics*,*399*, pp. 277-300. 13

12

McCue, Scott W. & Forbes, Lawrence K. (2001) Smoothly attaching bow flows with constant vorticity.

*ANZIAM Journal*,*42*(3), pp. 354-371. 28

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McCue, Scott W. & Hill, James M. (2005) Free surface problems for static Coulomb-Mohr granular solids.

*Mathematics and Mechanics of Solids*,*10*(6), pp. 651-672. 38

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McCue, Scott W., Johnpillai, I. Kenneth, & Hill, James M. (2005) New stress and velocity fields for highly frictional granular materials.

*IMA Journal of Applied Mathematics*,*70*(1), pp. 92-118. 34

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McCue, Scott W. & King, John R. (2011) Contracting bubbles in Hele-Shaw cells with a power-law fluid.

*Nonlinearity*,*24*, pp. 613-641. 111

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McCue, Scott W. & Stump, David M. (2000) Linear stern waves in finite depth channels.

*Quarterly Journal of Mechanics and Applied Mathematics*,*53*(4), pp. 629-643. 27

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## N

Nguyen, Trung Dung & Gu, YuanTong (2014) Determination of strain-rate-dependent mechanical behavior of living and fixed osteocytes and chondrocytes using atomic force microscopy and inverse finite element analysis.

*Journal of Biomechanical Engineering*,*136*(10), 101004-1---8.Nguyen, Trung Dung, Oloyede, Adekunle, & Gu, YuanTong (2014) Stress relaxation analysis of single chondrocytes using porohyperelastic model based on AFM experiments.

*Theoretical and Applied Mechanics Letters*,*4*(5), 054001.## O

Ogilat, Osama, McCue, Scott W., Turner, Ian W., Belward, John A., & Binder, Benjamin J. (2011) Minimising wave drag for free surface flow past a two-dimensional stern.

*Physics of Fluids*,*23*(7), 072101-1. 82

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## P

Paul, Gunther, Reed, Matthew, & Wang, Xuguang (2012) Preface to special issue on digital human modelling for vehicle design and manufacturing.

*International Journal of Human Factors Modelling and Simulation*,*3*(3/4).Pethiyagoda, Ravindra, McCue, Scott W., & Moroney, Timothy J. (2014) What is the apparent angle of a Kelvin ship wave pattern?

*Journal of Fluid Mechanics*,*758*, pp. 468-485. 28

Pethiyagoda, Ravindra, McCue, Scott W., Moroney, Timothy J., & Back, Julian M. (2014) Jacobian-free Newton-Krylov methods with GPU acceleration for computing nonlinear ship wave patterns.

*Journal of Computational Physics*,*269*, pp. 297-313.## S

Smith, Ryan N. (2008)

*Geometric Control Theory and its Application to Underwater Vehicles.*PhD thesis, University of Hawaii at Manoa. 279

## W

Wu, Bisheng, Tillman, Pei, McCue, Scott W., & Hill, James M. (2009) Nanoparticle melting as a Stefan moving boundary problem.

*Journal of Nanoscience and Nanotechnology*,*9*(2), pp. 885-888. 4

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