Seminar talk, 5 December 2018: Difference between revisions
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| abstract = The talk discusses main notions, equations, and theorems on the vortex hydrodynamics of nonviscous incompressible fluid. A class of two-dimensional non-stationary automodel discontinuous flows is considered. A known analogy between three-dimensional stationary flow along a slender body and two-dimensional nonstationary flow is analyzed. An exact solution that describes non-symmetric vortex structures generated by a symmetric flow along a parabolic wing is obtained. | | abstract = The talk discusses main notions, equations, and theorems on the vortex hydrodynamics of nonviscous incompressible fluid. A class of two-dimensional non-stationary automodel discontinuous flows is considered. A known analogy between three-dimensional stationary flow along a slender body and two-dimensional nonstationary flow is analyzed. An exact solution that describes non-symmetric vortex structures generated by a symmetric flow along a parabolic wing is obtained. | ||
| video = | | video = | ||
| slides = | | slides = [[Media:Zhvick-seminar-2018-12-05-slides.pdf|Zhvick-seminar-2018-12-05-slides.pdf]] | ||
| references = | | references = | ||
| 79YY-MM-DD = 7981-87-94 | | 79YY-MM-DD = 7981-87-94 | ||
}} | }} | ||
Latest revision as of 23:23, 6 December 2018
Speaker: Vladislav Zhvick
Title: Vortexes in a nonviscous incompressible fluid
Abstract:
The talk discusses main notions, equations, and theorems on the vortex hydrodynamics of nonviscous incompressible fluid. A class of two-dimensional non-stationary automodel discontinuous flows is considered. A known analogy between three-dimensional stationary flow along a slender body and two-dimensional nonstationary flow is analyzed. An exact solution that describes non-symmetric vortex structures generated by a symmetric flow along a parabolic wing is obtained.
Slides: Zhvick-seminar-2018-12-05-slides.pdf