Theory of concentrated vortices: an introduction
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| Main Authors: | , , |
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| Format: | Book |
| Language: | English Russian |
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Berlin [u.a.]
Springer
2007
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| Subjects: | |
| Online Access: | Inhaltsverzeichnis |
| Item Description: | Literaturverz. S. 467 - 484 |
| Physical Description: | XII, 488 S. Ill., graph. Darst. |
| ISBN: | 9783540733751 3540733752 |
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| 245 | 1 | 0 | |a Theory of concentrated vortices |b an introduction |c S. V. Alekseenko ; P. A. Kuibin ; V. L. Okulov |
| 264 | 1 | |a Berlin [u.a.] |b Springer |c 2007 | |
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| adam_text | S.V. ALEKSEENKO * P.A. KUIBIN * V.L. OKULOV THEORY OF CONCENTRATED
VORTICES AN INTRODUCTION WITH 233 FIGURES AND 12 TABLES 4Y SPRINGER
CONTENTS INTRODUCTION 1 1 EQUATIONS AND LAWS OF VORTEX MOTION 9 1.1
VORTICITY. CIRCULATION 9 1.2 DYNAMICS OF VORTICAL FLUID 13 1.2.1
EQUATIONS OF IDEAL FLUID MOTION 13 1.2.2 THEOREMS OF MOTION FOR AN IDEAL
VORTICAL FLUID 15 1.2.3 BERNOULLI THEOREM 18 1.2.4 EQUATIONS OF VISCOUS
FLUID MOTION 19 1.3 EQUATIONS OF FLUID MOTION IN ORTHOGONAL COORDINATES
20 1.3.1 ARBITRARY ORTHOGONAL SYSTEM OF CURVILINEAR COORDINATES 20 1.3.2
CARTESIAN COORDINATE SYSTEM 23 1.3.3 CYLINDRICAL COORDINATE SYSTEM 24
1.3.4 SPHERICAL COORDINATE SYSTEM 26 1.4 SPECIAL CASES OF VORTEX MOTION
28 1.4.1 HELICAL FLOWS (BELTRAMI FLOWS) 28 1.4.2 TWO-DIMENSIONAL FLOWS
30 1.4.3 ONE-DIMENSIONAL FLOWS 37 1.5 FLOWS WITH HELICAL SYMMETRY 39
1.5.1 DERIVATION OF EQUATIONS 39 1.5.2 FLOW WITH HELICAL VORTICITY 40
1.5.3 HELICAL FLOWS WITH HELICAL SYMMETRY OF THE VELOCITY FIELD 43 1.6
VELOCITY FIELD AT SPECIFIED DISTRIBUTION OF SOURCES AND VORTICES 45 1.7
VORTEX FORCES AND INVARIANTS OF VORTEX MOTION 49 1.7.1 VORTEX FORCES 49
1.7.2 VORTEX MOMENTUM AND VORTEX ANGULAR MOMENTUM 56 1.7.3 KINETIC
ENERGY 61 1.7.4 HELICITY 62 1.7.5 INVARIANTS OF TWO-DIMENSIONAL FLOWS 64
2 VORTEX FILAMENTS 69 2.1 GEOMETRY OF VORTEX FILAMENTS 69 2.2 BIOT -
SAVART LAW 73 2.3 RECTILINEAR INFINITELY THIN VORTEX FILAMENT 76 VIII
CONTENTS 2.3.1 VORTEX FILAMENT IN IDEAL FLUID 76 2.3.2 VORTEX FILAMENT
DIFFUSION 80 2.4 SELF-INDUCED MOTION OF A VORTEX FILAMENT 82 2.5
INFINITELY THIN VORTEX RING 86 2.6 INFINITELY THIN HELICAL VORTEX
FILAMENT 91 2.6.1 HELICAL VORTEX FILAMENT IN INFINITE SPACE 91 2.6.2
HELICAL VORTEX FILAMENT IN A CYLINDRICAL TUBE 96 3 MODELS OF VORTEX
STRUCTURES ILL 3.1 VORTEX SHEET 111 3.2 SPATIALLY LOCALIZED VORTICES 116
3.2.1 VORTEX RING 116 3.2.2 HILL S SPHERICAL VORTEX 124 3.2.3 HICKS
SPHERICAL VORTEX 127 3.3 COLUMNAR VORTICES IN IDEAL FLUID 134 3.3.1
RANKINE VORTEX 134 3.3.2 GAUSS VORTEX 136 3.3.3 ONE-DIMENSIONAL HELICAL
FLOW 136 3.3.4 ONE-DIMENSIONAL (COLUMNAR) HELICAL VORTICES 137 3.3.5
0-VORTEX 145 3.3.6 HELICAL VORTEX WITH A FINITE-SIZED CORE 146 3.4
VISCOUS MODELS OF VORTICES 149 3.4.1 BURGERS VORTEX 149 3.4.2 SULLIVAN
VORTEX 153 4 STABILITY AND WAVES ON COLUMNAR VORTICES 155 4.1 TYPES OF
PERTURBATIONS 155 4.2 INTSABILITY OF A VORTEX SHEET 157 4.3 WAVES IN
FLUIDS WITH SOLID-BODY ROTATION 160 4.3.1 PLANE WAVES 160 4.3.2
AXISYMMETRICAL WAVES 165 4.3.3 TAYLOR COLUMN 167 4.4 LINEAR INSTABILITY
OF RANKINE VORTEX WITH AN AXIAL FLOW 170 4.4.1 DISPERSION RELATIONSHIPS
**-. 170 4.4.2 LINEAR ANALYSIS OF TEMPORAL INSTABILITY 176 4.4.3 LINEAR
ANALYSIS OF SPATIAL INSTABILITY 185 4.5 KELVIN WAVES 186 4.5.1
DISPERSION EQUATIONS 187 4.5.2 AXISYMMETRIC MODE, M = 0 188 4.5.3
BENDING MODE, M = 1 190 4.5.4 EVOLUTION OF INITIALLY LOCALIZED
PERTURBATIONS. MECHANISMS OF WAVE PROPAGATION 194 CONTENTS IX 4.6
INSTABILITY OF Q-VORTEX. INSTABILITY CRITERIA 202 4.6.1 INSTABILITY
CRITERIA 202 4.6.2 INSTABILITY OF Q-VORTEX. INVISCID ANALYSIS 204 4.6.3
INSTABILITY OF Q-VORTEX. VISCOUS ANALYSIS 211 4.7 LINEAR AND NONLINEAR
WAVES IN COLUMNAR VORTICES (LIKE Q-VORTEX) 214 4.7.1 AXISYMMETRICAL
NONLINEAR STANDING WAVES 215 4.7.2 AXISYMMETRICAL WEAKLY-NONLINEAR
TRAVELING WAVES 220 4.7.3 BENDING WAVES 225 5 DYNAMICS OF VORTEX
FILAMENTS 235 5.1 CUT-OFF METHOD 235 5.2 SELF-INDUCED MOTION OF HELICAL
VORTEX FILAMENT WITH AN ARBITRARY PITCH 243 5.3 HASIMOTO SOLITON 257 5.4
APPLICATION OF MOMENTUM BALANCE TO DESCRIPTION OF VORTEX FILAMENT
DYNAMICS 267 5.4.1 FORCES ACTING ON A VORTEX FILAMENT 267 5.4.2
DERIVATION OF FORCE-BALANCE EQUATIONS 270 5.4.3 HOLLOW VORTEX 279 5.4.4
VORTEX FILAMENT WITH AN INNER STRUCTURE 282 5.4.5 CONSIDERATION OF THE
INNER CORE STRUCTURE 287 5.4.6 MODIFIED EQUATIONS OF VORTEX FILAMENT
MOTION 290 5.5 THE METHOD OF MATCHED ASYMPTOTIC EXPANSIONS 291 5.5.1
DERIVATION OF THE EQUATION FOR VORTEX FILAMENT MOTION 292 5.5.2 LOCAL
INDUCTION APPROXIMATION 297 5.5.3 N-SOLITON SOLUTION 300 5.5.4 COMMENTS
306 6 DYNAMICS OF TWO-DIMENSIONAL VORTEX STRUCTURES 309 6.1 THE METHOD
OF DISCRETE VORTEX PARTICLES 309 6.1.1 MOTION EQUATIONS OF VORTEX
PARTICLES IN INFINITE LIQUID 309 6.1.2 MOTION EQUATIONS OF VORTEX
PARTICLES IN LIMITED SIMPLY-CONNECTED DOMAINS R. 316 6.1.3 MOTION
EQUATIONS OF THE SYSTEM OF CO-AXIAL VORTEX RINGS 324 6.2 MOTION OF THE
SYSTEM OF RECTILINEAR VORTICES 328 6.2.1 INTERACTION OF TWO IDENTICAL
VORTICES AT VARIOUS INITIAL DISTANCES 329 6.2.2 INTERACTION OF TWO
VORTICES OF THE SAME SIZE BUT WITH DIFFERENT CIRCULATIONS 332 CONTENTS
6.2.3 INTERACTION OF TWO VORTICES OF THE SAME CIRCULATION BUT WITH
DIFFERENT SIZES 332 6.2.4 INTERACTION OF THREE VORTICES WITH
CIRCULATIONS OF THE SAME SIGN 333 6.2.5 INTERACTION OF TWO VORTICES WITH
CIRCULATIONS OF CONTRARY SIGNS 334 6.2.6 INTERACTION OF THREE VORTICES
WITH CIRCULATIONS OF CONTRARY SIGNS. VORTEX COLLAPSE 338 6.3 MODELING
THE DYNAMICS OF SHEAR FLOWS 341 6.3.1 MECHANISMS OF FORMATION FOR THE
LARGE VORTICES IN THE SHEAR LAYER 341 6.3.2 INSTABILITY OF A STARTING
VORTEX... 347 6.3.3 WAKE INSTABILITY BEHIND A THIN PLATE 357 6.4 MOTION
OF VORTICES IN CYLINDRICAL TUBES....... 366 6.4.1 MOTION EQUATIONS FOR
VORTEX PARTICLES IN A CIRCULAR DOMAIN... 367 6.4.2 PRECESSION OF A
RECTILINEAR VORTEX IN A TUBE 368 6.4.3 MOTION OF A HELICAL VORTEX IN A
TUBE 374 7 EXPERIMENTAL OBSERVATION OF CONCENTRATED VORTICES IN VORTEX
APPARATUS 379 7.1 EXPERIMENT METHODS 379 7.1.1 EXPERIMENT EQUIPMENT 379
7.1.2 PARAMETERS OF A SWIRLING FLOW 383 7.2 HELICAL SYMMETRY OF VORTEX
FLOWS 386 7.3 CONCENTRATED VORTEX WITH A RECTILINEAR AXIS 390 7.3.1
GENERATION OF CONCENTRATED VORTICES 390 7.3.2 VORTEX COMPOSITION.... .
403 7.4 PRECESSION OF A VORTEX CORE 409 7.5 STATIONARY HELICAL VORTICES
417 7.5.1 SINGLE HELICAL VORTICES 417 7.5.2 DOUBLE HELIX .....422 7.6
PERTURBATIONS OF A VORTEX CORE 426 7.6.1 WAVES ON CONCENTRATED VORTICES
426 7.6.2 VORTEX BREAKDOWN IN A CHANNEL *. 431 7.6.3 VORTEX BREAKDOWN IN
A CONTAINER WITH A ROTATING LID 445 REFERENCES 467 INDEX 485
|
| adam_txt |
S.V. ALEKSEENKO * P.A. KUIBIN * V.L. OKULOV THEORY OF CONCENTRATED
VORTICES AN INTRODUCTION WITH 233 FIGURES AND 12 TABLES 4Y SPRINGER
CONTENTS INTRODUCTION 1 1 EQUATIONS AND LAWS OF VORTEX MOTION 9 1.1
VORTICITY. CIRCULATION 9 1.2 DYNAMICS OF VORTICAL FLUID 13 1.2.1
EQUATIONS OF IDEAL FLUID MOTION 13 1.2.2 THEOREMS OF MOTION FOR AN IDEAL
VORTICAL FLUID 15 1.2.3 BERNOULLI THEOREM 18 1.2.4 EQUATIONS OF VISCOUS
FLUID MOTION 19 1.3 EQUATIONS OF FLUID MOTION IN ORTHOGONAL COORDINATES
20 1.3.1 ARBITRARY ORTHOGONAL SYSTEM OF CURVILINEAR COORDINATES 20 1.3.2
CARTESIAN COORDINATE SYSTEM 23 1.3.3 CYLINDRICAL COORDINATE SYSTEM 24
1.3.4 SPHERICAL COORDINATE SYSTEM 26 1.4 SPECIAL CASES OF VORTEX MOTION
28 1.4.1 HELICAL FLOWS (BELTRAMI FLOWS) 28 1.4.2 TWO-DIMENSIONAL FLOWS
30 1.4.3 ONE-DIMENSIONAL FLOWS 37 1.5 FLOWS WITH HELICAL SYMMETRY 39
1.5.1 DERIVATION OF EQUATIONS 39 1.5.2 FLOW WITH HELICAL VORTICITY 40
1.5.3 HELICAL FLOWS WITH HELICAL SYMMETRY OF THE VELOCITY FIELD 43 1.6
VELOCITY FIELD AT SPECIFIED DISTRIBUTION OF SOURCES AND VORTICES 45 1.7
VORTEX FORCES AND INVARIANTS OF VORTEX MOTION 49 1.7.1 VORTEX FORCES 49
1.7.2 VORTEX MOMENTUM AND VORTEX ANGULAR MOMENTUM 56 1.7.3 KINETIC
ENERGY 61 1.7.4 HELICITY 62 1.7.5 INVARIANTS OF TWO-DIMENSIONAL FLOWS 64
2 VORTEX FILAMENTS 69 2.1 GEOMETRY OF VORTEX FILAMENTS 69 2.2 BIOT -
SAVART LAW 73 2.3 RECTILINEAR INFINITELY THIN VORTEX FILAMENT 76 VIII
CONTENTS 2.3.1 VORTEX FILAMENT IN IDEAL FLUID 76 2.3.2 VORTEX FILAMENT
DIFFUSION 80 2.4 SELF-INDUCED MOTION OF A VORTEX FILAMENT 82 2.5
INFINITELY THIN VORTEX RING 86 2.6 INFINITELY THIN HELICAL VORTEX
FILAMENT 91 2.6.1 HELICAL VORTEX FILAMENT IN INFINITE SPACE 91 2.6.2
HELICAL VORTEX FILAMENT IN A CYLINDRICAL TUBE 96 3 MODELS OF VORTEX
STRUCTURES ILL 3.1 VORTEX SHEET 111 3.2 SPATIALLY LOCALIZED VORTICES 116
3.2.1 VORTEX RING 116 3.2.2 HILL'S SPHERICAL VORTEX 124 3.2.3 HICKS
SPHERICAL VORTEX 127 3.3 COLUMNAR VORTICES IN IDEAL FLUID 134 3.3.1
RANKINE VORTEX 134 3.3.2 GAUSS VORTEX 136 3.3.3 ONE-DIMENSIONAL HELICAL
FLOW 136 3.3.4 ONE-DIMENSIONAL (COLUMNAR) HELICAL VORTICES 137 3.3.5
0-VORTEX 145 3.3.6 HELICAL VORTEX WITH A FINITE-SIZED CORE 146 3.4
VISCOUS MODELS OF VORTICES 149 3.4.1 BURGERS VORTEX 149 3.4.2 SULLIVAN
VORTEX ' 153 4 STABILITY AND WAVES ON COLUMNAR VORTICES 155 4.1 TYPES OF
PERTURBATIONS 155 4.2 INTSABILITY OF A VORTEX SHEET 157 4.3 WAVES IN
FLUIDS WITH SOLID-BODY ROTATION 160 4.3.1 PLANE WAVES 160 4.3.2
AXISYMMETRICAL WAVES 165 4.3.3 TAYLOR COLUMN 167 4.4 LINEAR INSTABILITY
OF RANKINE VORTEX WITH AN AXIAL FLOW 170 4.4.1 DISPERSION RELATIONSHIPS
**-. 170 4.4.2 LINEAR ANALYSIS OF TEMPORAL INSTABILITY 176 4.4.3 LINEAR
ANALYSIS OF SPATIAL INSTABILITY 185 4.5 KELVIN WAVES 186 4.5.1
DISPERSION EQUATIONS 187 4.5.2 AXISYMMETRIC MODE, M = 0 188 4.5.3
BENDING MODE, M = 1 190 4.5.4 EVOLUTION OF INITIALLY LOCALIZED
PERTURBATIONS. MECHANISMS OF WAVE PROPAGATION 194 CONTENTS IX 4.6
INSTABILITY OF Q-VORTEX. INSTABILITY CRITERIA 202 4.6.1 INSTABILITY
CRITERIA 202 4.6.2 INSTABILITY OF Q-VORTEX. INVISCID ANALYSIS 204 4.6.3
INSTABILITY OF Q-VORTEX. VISCOUS ANALYSIS 211 4.7 LINEAR AND NONLINEAR
WAVES IN COLUMNAR VORTICES (LIKE Q-VORTEX) 214 4.7.1 AXISYMMETRICAL
NONLINEAR STANDING WAVES 215 4.7.2 AXISYMMETRICAL WEAKLY-NONLINEAR
TRAVELING WAVES 220 4.7.3 BENDING WAVES 225 5 DYNAMICS OF VORTEX
FILAMENTS 235 5.1 CUT-OFF METHOD 235 5.2 SELF-INDUCED MOTION OF HELICAL
VORTEX FILAMENT WITH AN ARBITRARY PITCH 243 5.3 HASIMOTO SOLITON 257 5.4
APPLICATION OF MOMENTUM BALANCE TO DESCRIPTION OF VORTEX FILAMENT
DYNAMICS 267 5.4.1 FORCES ACTING ON A VORTEX FILAMENT 267 5.4.2
DERIVATION OF FORCE-BALANCE EQUATIONS 270 5.4.3 HOLLOW VORTEX 279 5.4.4
VORTEX FILAMENT WITH AN INNER STRUCTURE 282 5.4.5 CONSIDERATION OF THE
INNER CORE STRUCTURE 287 5.4.6 MODIFIED EQUATIONS OF VORTEX FILAMENT
MOTION 290 5.5 THE METHOD OF MATCHED ASYMPTOTIC EXPANSIONS 291 5.5.1
DERIVATION OF THE EQUATION FOR VORTEX FILAMENT MOTION 292 5.5.2 LOCAL
INDUCTION APPROXIMATION 297 5.5.3 N-SOLITON SOLUTION 300 5.5.4 COMMENTS
306 6 DYNAMICS OF TWO-DIMENSIONAL VORTEX STRUCTURES 309 6.1 THE METHOD
OF DISCRETE VORTEX PARTICLES 309 6.1.1 MOTION EQUATIONS OF VORTEX
PARTICLES IN INFINITE LIQUID 309 6.1.2 MOTION EQUATIONS OF VORTEX
PARTICLES IN LIMITED SIMPLY-CONNECTED DOMAINS R. 316 6.1.3 MOTION
EQUATIONS OF THE SYSTEM OF CO-AXIAL VORTEX RINGS 324 6.2 MOTION OF THE
SYSTEM OF RECTILINEAR VORTICES 328 6.2.1 INTERACTION OF TWO IDENTICAL
VORTICES AT VARIOUS INITIAL DISTANCES 329 6.2.2 INTERACTION OF TWO
VORTICES OF THE SAME SIZE BUT WITH DIFFERENT CIRCULATIONS 332 CONTENTS
6.2.3 INTERACTION OF TWO VORTICES OF THE SAME CIRCULATION BUT WITH
DIFFERENT SIZES 332 6.2.4 INTERACTION OF THREE VORTICES WITH
CIRCULATIONS OF THE SAME SIGN 333 6.2.5 INTERACTION OF TWO VORTICES WITH
CIRCULATIONS OF CONTRARY SIGNS 334 6.2.6 INTERACTION OF THREE VORTICES
WITH CIRCULATIONS OF CONTRARY SIGNS. VORTEX COLLAPSE 338 6.3 MODELING
THE DYNAMICS OF SHEAR FLOWS 341 6.3.1 MECHANISMS OF FORMATION FOR THE
LARGE VORTICES IN THE SHEAR LAYER 341 6.3.2 INSTABILITY OF A STARTING
VORTEX. 347 6.3.3 WAKE INSTABILITY BEHIND A THIN PLATE 357 6.4 MOTION
OF VORTICES IN CYLINDRICAL TUBES. 366 6.4.1 MOTION EQUATIONS FOR
VORTEX PARTICLES IN A CIRCULAR DOMAIN. 367 6.4.2 PRECESSION OF A
RECTILINEAR VORTEX IN A TUBE 368 6.4.3 MOTION OF A HELICAL VORTEX IN A
TUBE 374 7 EXPERIMENTAL OBSERVATION OF CONCENTRATED VORTICES IN VORTEX
APPARATUS 379 7.1 EXPERIMENT METHODS 379 7.1.1 EXPERIMENT EQUIPMENT 379
7.1.2 PARAMETERS OF A SWIRLING FLOW 383 7.2 HELICAL SYMMETRY OF VORTEX
FLOWS 386 7.3 CONCENTRATED VORTEX WITH A RECTILINEAR AXIS 390 7.3.1
GENERATION OF CONCENTRATED VORTICES 390 7.3.2 VORTEX COMPOSITION.'.
403 7.4 PRECESSION OF A VORTEX CORE 409 7.5 STATIONARY HELICAL VORTICES
417 7.5.1 SINGLE HELICAL VORTICES 417 7.5.2 DOUBLE HELIX .422 7.6
PERTURBATIONS OF A VORTEX CORE 426 7.6.1 WAVES ON CONCENTRATED VORTICES
426 7.6.2 VORTEX BREAKDOWN IN A CHANNEL *. 431 7.6.3 VORTEX BREAKDOWN IN
A CONTAINER WITH A ROTATING LID 445 REFERENCES 467 INDEX 485 |
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| author | Alekseenko, S. V. Kujbin, Pavel A. Okulov, Valerij L. |
| author_facet | Alekseenko, S. V. Kujbin, Pavel A. Okulov, Valerij L. |
| author_role | aut aut aut |
| author_sort | Alekseenko, S. V. |
| author_variant | s v a sv sva p a k pa pak v l o vl vlo |
| building | Verbundindex |
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| callnumber-first | Q - Science |
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| callnumber-subject | QA - Mathematics |
| classification_rvk | UF 4300 |
| ctrlnum | (OCoLC)166358205 (DE-599)DNB98449023X |
| dewey-full | 532/.0595 532.0595 |
| dewey-hundreds | 500 - Natural sciences and mathematics |
| dewey-ones | 532 - Fluid mechanics |
| dewey-raw | 532/.0595 532.0595 |
| dewey-search | 532/.0595 532.0595 |
| dewey-sort | 3532 3595 |
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| discipline | Maschinenbau / Maschinenwesen Physik |
| discipline_str_mv | Maschinenbau / Maschinenwesen Physik |
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| id | DE-604.BV023224934 |
| illustrated | Illustrated |
| index_date | 2024-07-02T20:17:35Z |
| indexdate | 2024-07-09T21:13:30Z |
| institution | BVB |
| isbn | 9783540733751 3540733752 |
| language | English Russian |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-016410772 |
| oclc_num | 166358205 |
| open_access_boolean | |
| owner | DE-703 DE-634 |
| owner_facet | DE-703 DE-634 |
| physical | XII, 488 S. Ill., graph. Darst. |
| publishDate | 2007 |
| publishDateSearch | 2007 |
| publishDateSort | 2007 |
| publisher | Springer |
| record_format | marc |
| spelling | Alekseenko, S. V. Verfasser aut Vvedenie v teoriju koncentrirovannych vichrej Theory of concentrated vortices an introduction S. V. Alekseenko ; P. A. Kuibin ; V. L. Okulov Berlin [u.a.] Springer 2007 XII, 488 S. Ill., graph. Darst. txt rdacontent n rdamedia nc rdacarrier Literaturverz. S. 467 - 484 Vortex-motion Konzentrizität (DE-588)7554868-9 gnd rswk-swf Wirbel Physik (DE-588)4128386-7 gnd rswk-swf Wirbel Physik (DE-588)4128386-7 s Konzentrizität (DE-588)7554868-9 s DE-604 Kujbin, Pavel A. Verfasser aut Okulov, Valerij L. Verfasser aut HEBIS Datenaustausch Darmstadt application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=016410772&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Alekseenko, S. V. Kujbin, Pavel A. Okulov, Valerij L. Theory of concentrated vortices an introduction Vortex-motion Konzentrizität (DE-588)7554868-9 gnd Wirbel Physik (DE-588)4128386-7 gnd |
| subject_GND | (DE-588)7554868-9 (DE-588)4128386-7 |
| title | Theory of concentrated vortices an introduction |
| title_alt | Vvedenie v teoriju koncentrirovannych vichrej |
| title_auth | Theory of concentrated vortices an introduction |
| title_exact_search | Theory of concentrated vortices an introduction |
| title_exact_search_txtP | Theory of concentrated vortices an introduction |
| title_full | Theory of concentrated vortices an introduction S. V. Alekseenko ; P. A. Kuibin ; V. L. Okulov |
| title_fullStr | Theory of concentrated vortices an introduction S. V. Alekseenko ; P. A. Kuibin ; V. L. Okulov |
| title_full_unstemmed | Theory of concentrated vortices an introduction S. V. Alekseenko ; P. A. Kuibin ; V. L. Okulov |
| title_short | Theory of concentrated vortices |
| title_sort | theory of concentrated vortices an introduction |
| title_sub | an introduction |
| topic | Vortex-motion Konzentrizität (DE-588)7554868-9 gnd Wirbel Physik (DE-588)4128386-7 gnd |
| topic_facet | Vortex-motion Konzentrizität Wirbel Physik |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=016410772&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
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