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- W2046040676 abstract "Abstract The nonstationary motion of a single wing of abitrary form with constant circulation has been studied in detail by Chaplying [1] and Sedov [2]. The present paper considers the unsteady motion of an ideal incompressible liquid aroun a lattice of profiles of arbitrary form. Perturbation of the liquid flow is achieved through vibration and, in the general case, by small amplitude distortion of the blades. The blades in the lattice vibrate synchronously, but with an arbitrary phase shift. The case of constant phase shift from blade to blade is treated in detail. Vibrations of profiles with a constant circulation are considered exactly; for the those with a variable circulation a quasistationary technique is used. Under exact conditions we solve also the problem of steady flow around the lattice with varying circulations around the profiles. Examples are given of the calculations of flow due to the vibration of circles in the lattice and of profiles of a gas turbine." @default.
- W2046040676 created "2016-06-24" @default.
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- W2046040676 date "1962-01-01" @default.
- W2046040676 modified "2023-09-25" @default.
- W2046040676 title "Calculating the nonstationary flow around a lattice of arbitrary profiles which vibrate with an arbitrary phase shift" @default.
- W2046040676 doi "https://doi.org/10.1016/0021-8928(62)90110-7" @default.
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