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Stability of Laboratory Shear Flows

Bibliographic References tagged with Stability of Laboratory Shear Flows

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Farrell. (1988). Optimal excitation of perturbations in viscous shear flow (31st eds., pp. 2093-2102). Phys. Fluids.
Farrell. (1988). Optimal excitation of perturbations in viscous shear flow (31st eds., pp. 2093-2102). Phys. Fluids.
Butler, & Farrell. (1992). Three-Dimensional optimal perturbations in viscous shear flow: Vol. A8 (pp. 1637-1650). Phys. Fluids.
Butler, & Farrell. (1992). Three-Dimensional optimal perturbations in viscous shear flow: Vol. A8 (pp. 1637-1650). Phys. Fluids.
Butler, & Farrell. (1993). Optimal perturbations and streak spacing in turbulent shear flow: Vol. A3 (pp. 774-776). Phys. Fluids.
Butler, & Farrell. (1993). Optimal perturbations and streak spacing in turbulent shear flow: Vol. A3 (pp. 774-776). Phys. Fluids.
Farrell, & Ioannou. (1993). Optimal excitation of three-dimensional perturbations in viscous constant shear flow: Vol. A5 (pp. 1390-1400). Phys. Fluids.
Farrell, & Ioannou. (1993). Optimal excitation of three-dimensional perturbations in viscous constant shear flow: Vol. A5 (pp. 1390-1400). Phys. Fluids.
Farrell, & Ioannou. (1993). Perturbation growth in shear flow exhibits universality: Vol. A5 (pp. 2298-2300). Phys. Fluids.
Farrell, & Ioannou. (1993). Perturbation growth in shear flow exhibits universality: Vol. A5 (pp. 2298-2300). Phys. Fluids.