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Adjoint-Based Design Optimization of Vortex Generator for Three-Dimensional Internal and External Viscous Flows : 매개변수 기반의 민감도 해석을 적용한 와류 발생 장치 최적 설계

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dc.contributor.advisor김종암-
dc.contributor.author이준석-
dc.date.accessioned2017-07-13T06:09:25Z-
dc.date.available2017-07-13T06:09:25Z-
dc.date.issued2013-02-
dc.identifier.other000000008430-
dc.identifier.urihttps://hdl.handle.net/10371/118312-
dc.description학위논문 (박사)-- 서울대학교 대학원 : 기계항공공학부, 2013. 2. 김종암.-
dc.description.abstractvalidating the proposed design approach, obtaining the optimized vortex generators, and confirming their enhanced performance. Through the proposed design process, the performance of the target inlet was remarkably improved, showing that the distortion coefficient decreases well over 70% while maintaining the total pressure recovery ratio.
For the DLR-F6 wing-body aircraft, the parametric study and the design study relating to the vortex generator were performed to increase the ratio of lift to drag by removing the junction vortex. To check the flow characteristics of the wing-body junction and to confirm the effects of the vortex generator on the junction vortex, a total of nine parametric studies were conducted first, and a baseline configuration of design was determined based on this results. As a result of the parametric study, the lift to drag ratio of DLR-F6 increases by over 2~4% under the same flight conditions. After carrying out the optimization of the vortex generators, the junction vortex was shrunk and weakened, and the performance of the DLR-F6 improved over 5% without any additional components what can be a cause of weight increase except the vortex generators.
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dc.description.abstractThis study focused on an adjoint-based design optimization of vortex generators for the performance improvement of an aircraft. Among the several components of the aircraft, the applications of this study included the internal flow of an S-shaped subsonic inlet (S-duct), the RAE M2129, and the external flow of a wing-body configuration, the DLR-F6. To improve these components and to validate the proposed design approach on both of internal and external flows, the vortex generators were installed inside the S-duct and on the wing upper surface. Then they were independently optimized with five design parameters per each vortex generator. For the purpose of truly optimal design, each vortex generator should be independently treated by fully reflecting local flow patterns near the vortex generators.
To increase the efficiency of flow analysis and design, the source term model of the vortex generator, the BAY model, was employed. The original BAY model did not reflect a small change in position, so it had difficulties in differentiation for sensitivity analysis of the vortex generator. The BAY model, therefore, was modified into a differentiable BAY model by taking into account a small volume change.
For the optimal design mentioned above, each vortex generators must be dealt with independently
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dc.description.abstractthus, a large number of design variables were considered. Because the gradient-based design optimization using the discrete adjoint approach has an advantage in that the number of design variables is independent of the computational cost, a sensitivity analysis with respect to the design variables was performed by using the adjoint variable method including the original/differentiable BAY model.
For the RAE M2129, the design of vortex generators was performed to minimize the distortion coefficient while maintaining the baseline total pressure recovery ratio by adopting the proposed gradient-based design process that included the source term model. A total of five design cases were conducted to achieve 3 objectives
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dc.description.tableofcontentsChapter I Introduction 1
1.1 Research Objective 1
1.2 Research Background 1
1.3 Computational Fluid Dynamics 5
1.4 Aerodynamic Design Optimization 7
1.5 Sensitivity Analysis 10
1.6 Vortex Generator and Source Term Model 12
1.7 Internal Flow Design (S-shaped Offset Inlet) 13
1.8 External Flow Design (Wing-Body Configuration) 15
Chapter II Flow Analysis 18
2.1 Governing Equations 18
2.2 Turbulence Models 20
2.2.1 The original k-ω model 20
2.2.2 The Transformed k-ε Model 21
2.2.3 The Standard Menters k-ω Shear Stress Transport (SST) Model 22
2.2.4 The Menters k-ω SST Model from 2003 (k-ω SST-2003) 24
2.3 Spatial Discretization 25
2.3.1 Roes Flux Difference Splitting 26
2.3.2 RoeM Scheme 28
2.3.3 Higher Order Spatial Accuracy 30
2.3.4 Compact Scheme for Viscous Fluxes 31
2.4 Time Integration 33
2.5 Parallelization of Flow Solver 35
2.6 Overset (Chimera) Grid Technique 35
2.6.1 Pre-process of Overset Grid Technique 36
2.6.2 Flow analysis with Overset Grid Technique 38
2.6.3 Post-process of Overset Grid Technique 38
2.7 Validation of Flow Solver 38
2.7.1 Case I: RAE 2822 Airfoil (Infinite Wing) 39
2.7.2 Case II: NLR 7301 Airfoil with Flap (Infinite Wing) 43
2.7.3 Case III: DPW-W1 45
Chapter III Sensitivity Analysis 52
3.1 Finite Difference Method 52
3.2 Complex Step Derivative Method 52
3.3 Direct Differentiation Method 54
3.4 Discrete Adjoint Method 55
3.5 Overset Adjoint Boundary Condition 57
3.6 BFGS method 58
Chapter IV Vortex Generator 60
4.1 BAY Model 60
4.2 Differentiable BAY Model 62
4.3 Design Strategy Using VG Source Term Model 65
4.4 Sensitivity Analysis with Differentiable BAY Model 67
Chapter V RAE M2129 S-Duct 71
5.1 RAE M2129 S-shape Subsonic Offset Inlet 71
5.1.1 Geometric Information 71
5.1.2 Performance Coefficients for Subsonic Inlet 72
5.1.3 Previous Vortex Generator Study in an S-Duct 73
5.2 Flow Analysis and Flow Solver Verification 74
5.2.1 Grid Topology and Boundary Condition 75
5.2.2 Validation of Flow Solver with the Source Term Model 76
5.3 Flow Characteristics of S-Duct 82
5.4 Design Approach 84
5.4.1 Optimization Technique, Objective Function, and Design Range 84
5.4.2 Validation of Adjoint Solver with VG Source Term Model 86
5.5 Design Cases 88
5.6 Design Results 89
5.6.1 Case 1: Design by BAY Model with Geometric Parameters 89
5.6.2 Case 2: Design by Differentiable BAY Model with Geometric Parameters 92
5.6.3 Case 3: Design by Differentiable BAY Model with Positional Parameters 94
5.6.4 Case 4: Complete Design by Differentiable BAY Model 95
5.6.5 Case 5: Additional Design from Different Initial Condition 102
5.7 Flow Characteristics of S-Duct with Optimized VG Configuration and Discussion 103
Chapter VI DLR-F6 Aircraft 106
6.1 DLR-F6 Wing-Body Configuration 106
6.1.1 Geometric Information 106
6.1.2 Performance Coefficient for Aircraft 107
6.1.3 Previous Vortex Generator Study for Aircraft 108
6.2 Flow Analysis of DLR-F6 109
6.2.1 Grid Topology and Overset Structure 110
6.2.2 Flow Analysis of DLR-F6 without VG 111
6.3 Flow Characteristics of DLR-F6 and Junction Vortex 115
6.4 Parametric Study 118
6.4.1 Case 1: Position, Wing Upper Surface 120
6.4.2 Case 2: Position, Body Surface 122
6.4.3 Case 3: Angle of Incidence, Wing Upper Surface 125
6.4.4 Case 4: Angle of Incidence, Body Surface 129
6.4.5 Case 5: Angle of Incidence, Body Surface, Front Side 131
6.4.6 Case 6: Position, Body Surface, Under Wing 132
6.4.7 Case 7: Coupling, Position, Wing Upper Surface 134
6.4.8 Case 8: Coupling, Position, Body Surface 137
6.4.9 Case 9: Number, Wing Upper Surface 139
6.4.10 Discussion of Parametric Study 141
6.5 Design Approach 142
6.6 Design Results 144
6.6.1 Design Case 1: From Wing VG 144
6.6.2 Design Case 2: From Body VG 148
6.7 Flow Characteristics of DLR-F6 with Optimized VG Configurations and Discussion 151
Chapter VII Concluding Remarks 154
7.1 Summary 154
7.2 Future Works 156
References 157
Appendix A Parallel Algorithm 169
Appendix B Verification of BAY type models 174
국문 초록 183
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dc.formatapplication/pdf-
dc.format.extent18492149 bytes-
dc.format.mediumapplication/pdf-
dc.language.isoen-
dc.publisher서울대학교 대학원-
dc.subject.ddc621-
dc.titleAdjoint-Based Design Optimization of Vortex Generator for Three-Dimensional Internal and External Viscous Flows-
dc.title.alternative매개변수 기반의 민감도 해석을 적용한 와류 발생 장치 최적 설계-
dc.typeThesis-
dc.description.degreeDoctor-
dc.citation.pagesxviii, 185-
dc.contributor.affiliation공과대학 기계항공공학부-
dc.date.awarded2013-02-
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