AAAAAA

   
Results: 1-11 |
Results: 11

Authors: Stow, SR Duck, PW Hewitt, RE
Citation: Sr. Stow et al., Three-dimensional extensions to Jeffery-Hamel flow, FLUID DYN R, 29(1), 2001, pp. 25-46

Authors: Duck, PW Foster, MR
Citation: Pw. Duck et Mr. Foster, Spin-up of homogeneous and stratified fluids, ANN R FLUID, 33, 2001, pp. 231-263

Authors: Duck, PW Dry, SL
Citation: Pw. Duck et Sl. Dry, On a class of unsteady, non-parallel, three-dimensional disturbances to boundary-layer flows, J FLUID MEC, 441, 2001, pp. 31-65

Authors: Duck, PW Ruban, AI
Citation: Pw. Duck et Ai. Ruban, Steady and unsteady separated flows - Preface, PHI T ROY A, 358(1777), 2000, pp. 3037-3045

Authors: Duck, PW Stow, SR Dhanak, MR
Citation: Pw. Duck et al., Boundary-layer flow along a ridge: alternatives to the Falkner-Skan solutions, PHI T ROY A, 358(1777), 2000, pp. 3075-3090

Authors: Hewitt, RE Duck, PW
Citation: Re. Hewitt et Pw. Duck, Non-axisymmetric rotating-disk flows: nonlinear travelling-wave states, J FLUID MEC, 413, 2000, pp. 287-316

Authors: Duck, PW Stow, SR Dhanak, MR
Citation: Pw. Duck et al., Non-similarity solutions to the corner boundary-layer equations (and the effects of wall transpiration), J FLUID MEC, 400, 1999, pp. 125-162

Authors: Hewitt, RE Davies, PA Duck, PW Foster, RR
Citation: Re. Hewitt et al., Spin-up of stratified rotating flows at large Schmidt number: experiment and theory, J FLUID MEC, 389, 1999, pp. 169-207

Authors: Hewitt, RE Duck, PW Foster, MR
Citation: Re. Hewitt et al., Steady boundary-layer solutions for a swirling stratified fluid in a rotating cone, J FLUID MEC, 384, 1999, pp. 339-374

Authors: Hewitt, RE Duck, PW Foster, MR Davies, PA
Citation: Re. Hewitt et al., Nonlinear spin-up of a rotating stratified fluid: Theory, J FLUID ENG, 120(4), 1998, pp. 662-666

Authors: Hewitt, RE Davies, PA Duck, PW Foster, MR Smith, FW
Citation: Re. Hewitt et al., Nonlinear spin-up of a rotating stratified fluid: Experimental method and preliminary results, J FLUID ENG, 120(4), 1998, pp. 667-671
Risultati: 1-11 |