AbstractA Floquet theory is presented for the stability of boundary layer flows. The spectrum of the governing differential operator is partially discrete and partially continuous, which is different from confined flows. However, no instabilities appear from the continuous part of the spectrum
Floquet theory is applied to the stability of time-periodic, nonparallel shear flows consisting of a...
Levchenko and Solov'ev (1972, 1974) have developed a stability theory for space periodic flows, assu...
Stability of Parallel Flows provides information pertinent to hydrodynamical stability. This book ex...
AbstractA Floquet theory is presented for the stability of boundary layer flows. The spectrum of the...
One of the classical topics in the qualitative theory of differential equations is the Floquet theor...
Stability of the channel flow with longitudinal wall-oscillation is investigated by the Floquet theo...
AbstractSeveral problems in the linearized stability of boundary layers are examined. They are all t...
AbstractLocal stability of periodic solutions is established by means of a Floquet theory for index-...
For steady flows, the Briggs (Electron-Stream Interaction with Plasmas. MIT Press, 1964) method is a...
For steady flows, the Briggs (Electron-Stream Interaction with Plasmas. MIT Press, 1964) method is a...
For steady flows, the Briggs (Electron-Stream Interaction with Plasmas. MIT Press, 1964) method is a...
For steady flows, the Briggs (Electron-Stream Interaction with Plasmas. MIT Press, 1964) method is a...
Local stability of periodic solutions is established by means of a corresponding Floquet-theory for ...
The fundamentals of stability theory, its chief results, and the physical mechanisms at work are pre...
Local stability of periodic solutions is established by means of a corresponding Floquet-theory for ...
Floquet theory is applied to the stability of time-periodic, nonparallel shear flows consisting of a...
Levchenko and Solov'ev (1972, 1974) have developed a stability theory for space periodic flows, assu...
Stability of Parallel Flows provides information pertinent to hydrodynamical stability. This book ex...
AbstractA Floquet theory is presented for the stability of boundary layer flows. The spectrum of the...
One of the classical topics in the qualitative theory of differential equations is the Floquet theor...
Stability of the channel flow with longitudinal wall-oscillation is investigated by the Floquet theo...
AbstractSeveral problems in the linearized stability of boundary layers are examined. They are all t...
AbstractLocal stability of periodic solutions is established by means of a Floquet theory for index-...
For steady flows, the Briggs (Electron-Stream Interaction with Plasmas. MIT Press, 1964) method is a...
For steady flows, the Briggs (Electron-Stream Interaction with Plasmas. MIT Press, 1964) method is a...
For steady flows, the Briggs (Electron-Stream Interaction with Plasmas. MIT Press, 1964) method is a...
For steady flows, the Briggs (Electron-Stream Interaction with Plasmas. MIT Press, 1964) method is a...
Local stability of periodic solutions is established by means of a corresponding Floquet-theory for ...
The fundamentals of stability theory, its chief results, and the physical mechanisms at work are pre...
Local stability of periodic solutions is established by means of a corresponding Floquet-theory for ...
Floquet theory is applied to the stability of time-periodic, nonparallel shear flows consisting of a...
Levchenko and Solov'ev (1972, 1974) have developed a stability theory for space periodic flows, assu...
Stability of Parallel Flows provides information pertinent to hydrodynamical stability. This book ex...