際際滷

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惆 惘惠惷
忰
87748588
慍愕惠悋1388
惠 惆擧惠惘 悛悋 : 悋愕惠悋惆
惡悋
悽惆悋
≒愕悋慍 惡 
≒惘悋惷 惠忰  惠惺惘
≒悋 惠擧擧
≒擯惘悋惆悋 悋 惘愆
≒擯惘悋惆悋 愃惘 悋 惘愆
惆 愃惘
惆
1擧 悋 .忰惆愕x擧 忰惆愕  惴惘 惘惆  忰惆惆 惆惘
惠惘悋愕 拆悋惘悋惠惘>0 .惠 愆惘愀 惺悋 惡
k=0
2.忰悋愕惡g悋惠惘愕 H.
3.忰悋愕惡d:惘惡惘  惺悋惆 忰 惡悋
油
4: 惘惡惘 惠愕悋 愀惘 悋慍  惠惘惡 擧惘惆 惘慍 惡 .
5悋擯惘 .愃惘 惆惘 愆惆 惠 惡惘悋 悛擯悋
惡 惆悋惘 擧 悋惶惘惠k惠擧惘悋惘 惆 惘忰 悋慍  愆惆 悋惷悋
.愆惆
≒惴惘 擧
≒惴惘 惆
≒ 惡悋 悛愆悋
≒惠悋惘悽 擯悋
≒悋 惘愆 悋悋惺
≒惠擧悋 悋 悋擯惘惠
≒惶忰 拆悋愕悽 惘愆
≒悋惡惠 惡惘拆悋 愕悋慍 惡
悋愀悋
...
≒惠擧 悋擯惘惠
≒惠擧 悋擯惘惠
≒愀惘悋忰 惠愃惘悋
≒惆
≒惆
≒悋 惆
拆愕惠
擯愕愕惠
惡
≒愕惠
≒惺擧
愕
≒悽悋惘悴
≒惆悋悽
≒惆愕 擧惘惆 拆悋惘悋惠惘慍
≒愕愕惠 悋惘慍悋惡
≒愕悋慍 惡 悋愕惠惘悋惠
悋悴悋惆 惆愕 擧惘惆 拆悋惘悋惠惘慍 悋慍 惆
悋愕惠 惆愕 悋慍 拆悵惘 悋惺愀悋  惆 惠惶惘
惠悋 惡悋愆惆 惆悋愆惠 惘悋 擧 拆悋惘悋惠惘悋 擧惠惘 擧
拆悵惘惆 惶惘惠 愆擧 惠惘 愕悋惆 惡 愕悋慍 惡
≒悋愕擧Bezier
B-spline
N雨檎京皆
≒悋愃惠愆悋愆悋惠 惘愆
悋惘擧
N雨檎京皆
N雨檎京皆
3-D harmonic N-S solver TF3D-NH
足 惆惘悴 惡悋 慍悋 悋惘擯 悋愕擧  擧惠惘 忰悴 悋愕悋愕 惡惘 擯惘 惠忰 悋2惆 擧 惡悋 惘悋 
惠惘惡mixing length]擧惆  擧悋惘.
XFoil
悋惓惘悋惠 擯惘惠 惴惘 惆惘 惡悋 擯惘惆悋惡 悴惘悋 惠悋惡惺 悽愀 惠慍惺 惠惆 拆 悋愕悋愕 惡惘 擯惘 惠忰 悋 擧惆
惆悋惘惆 惘悋 慍悴 愃惘  慍悴  拆悋 惘惆慍 惡悋 悋 悴惘悋 愕悋慍 愆惡 惠悋悋  擧惆  擧悋惘 愕擧慍惠.
Fine/Turbo
愆惆  惡惘惆 擧悋惘 惡 惡惺惆 愕 慍悴 悴惘悋 惡惘悋.
≒惆愕 擧惘惆 拆悋惘悋惠惘慍
≒愕愕惠 悋惘慍悋惡
≒愕悋慍 惡 悋愕惠惘悋惠
NURBS
悋 惡 愕擧慍 悴惘悋 惡惘悋 擧惆 擧
lower-upper symmetric-gauss-seidel Gaussian elimination
.悋愕惠 愆惆 悋愕惠悋惆 惠擧 悋擯惘惠  惶忰 拆悋愕悽 惘愆 悋慍
悋慍DOE.悋愕惠 愆惆 悋愕惠悋惆  拆悋惘悋惠惘悋 悋惠  悋惡惺悋惆 悴愕惠悴 惡惘悋
悋慍SQP(悋愕惠.)悽愀悋悋惡 愆惆 悋愕惠悋惆 愆惆 惡 悋愀悋惺悋惠 拆悋愆 惡惘悋
悋愕惠惘悋惠
惡
愕悋慍
Advanced
Aerodynamic
Optimization
System for
Turbomachinery
Bo Chen1
e-mail: b-
chen04@mails.tsingh
ua.edu.cn
Xin Yuan
Key Laboratory for
Thermal Science
and Power
Engineering of
Ministry of Education,
Department of
Thermal Engineering,
Tsinghua University,
Beijing 100084,
Peoples Republic of
China
Multigrid-Aided
Finite-Difference
Progressive
Optimization
for the Design of
Turbomachinery
Cascades
L.A. Catalano*,
A. Dadone,
V.S.E. Daloiso
Dipartimento di
Ingegneria
Meccanica e
Gestionale,
& Centro di
Eccellenza in
Meccanica
Computazionale,
Politecnico di Bari,
Bari, Italy
catalano@poliba.it
Mohammadi, B.,
Pironneau, O., 2001:
Applied shape
optimization for
fluids. Oxford Science
Publications,
Clarendon
Press.
---------
1997: A new optimal
shape design
procedure for inviscid
and viscous turbulent
flows. Int. J.
Numer. Meth. Fluids
25:183203.
Catalano, L. A.,
Dadone, A., Daloiso,
V.S.E.,
2005: Progressive
optimization on
unstructured grids
using multigridaided
finite-difference
sensitivities.
International Journal
For
Numerical Methods
In Fluids, Vol. 47,
Issue 10-11, pp.
1383-1391.
AERODYNAMIC AND AEROMECHNIC BLADING
DESIGN OPTIMIZATION USING
HARMONIC PERTURBATION METHODS
H-D Li, L. He
Durham University
School of Engineering
Durham DH1 3LE, UK
Y-S Li, R. Wells
Siemens Industrial Turbomachinery Ltd.
Ruston House
PO Box 1 Waterside South
Lincoln LN5 7FD, UK
shape optimization
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拆悋悋悋 惠忰惶 惡惘悋 惆惘悋惠 惆惘悴 擧悋惘愆悋愕 悋惘愆惆 惆愕
拆悋悋悋 惠忰惶 惡惘悋 惆惘悋惠 惆惘悴 擧悋惘愆悋愕 悋惘愆惆 惆愕
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shape optimization

  • 1. 惆 惘惠惷 忰 87748588 慍愕惠悋1388 惠 惆擧惠惘 悛悋 : 悋愕惠悋惆 惡悋 悽惆悋
  • 2. ≒愕悋慍 惡 ≒惘悋惷 惠忰 惠惺惘 ≒悋 惠擧擧
  • 3. ≒擯惘悋惆悋 悋 惘愆 ≒擯惘悋惆悋 愃惘 悋 惘愆 惆 愃惘 惆 1擧 悋 .忰惆愕x擧 忰惆愕 惴惘 惘惆 忰惆惆 惆惘 惠惘悋愕 拆悋惘悋惠惘>0 .惠 愆惘愀 惺悋 惡 k=0 2.忰悋愕惡g悋惠惘愕 H. 3.忰悋愕惡d:惘惡惘 惺悋惆 忰 惡悋 油 4: 惘惡惘 惠愕悋 愀惘 悋慍 惠惘惡 擧惘惆 惘慍 惡 . 5悋擯惘 .愃惘 惆惘 愆惆 惠 惡惘悋 悛擯悋 惡 惆悋惘 擧 悋惶惘惠k惠擧惘悋惘 惆 惘忰 悋慍 愆惆 悋惷悋 .愆惆
  • 5. ≒ 惡悋 悛愆悋 ≒惠悋惘悽 擯悋 ≒悋 惘愆 悋悋惺 ≒惠擧悋 悋 悋擯惘惠 ≒惶忰 拆悋愕悽 惘愆 ≒悋惡惠 惡惘拆悋 愕悋慍 惡 悋愀悋 ... ≒惠擧 悋擯惘惠 ≒惠擧 悋擯惘惠
  • 8. ≒惆愕 擧惘惆 拆悋惘悋惠惘慍 ≒愕愕惠 悋惘慍悋惡 ≒愕悋慍 惡 悋愕惠惘悋惠 悋悴悋惆 惆愕 擧惘惆 拆悋惘悋惠惘慍 悋慍 惆 悋愕惠 惆愕 悋慍 拆悵惘 悋惺愀悋 惆 惠惶惘 惠悋 惡悋愆惆 惆悋愆惠 惘悋 擧 拆悋惘悋惠惘悋 擧惠惘 擧 拆悵惘惆 惶惘惠 愆擧 惠惘 愕悋惆 惡 愕悋慍 惡
  • 12. 3-D harmonic N-S solver TF3D-NH 足 惆惘悴 惡悋 慍悋 悋惘擯 悋愕擧 擧惠惘 忰悴 悋愕悋愕 惡惘 擯惘 惠忰 悋2惆 擧 惡悋 惘悋 惠惘惡mixing length]擧惆 擧悋惘. XFoil 悋惓惘悋惠 擯惘惠 惴惘 惆惘 惡悋 擯惘惆悋惡 悴惘悋 惠悋惡惺 悽愀 惠慍惺 惠惆 拆 悋愕悋愕 惡惘 擯惘 惠忰 悋 擧惆 惆悋惘惆 惘悋 慍悴 愃惘 慍悴 拆悋 惘惆慍 惡悋 悋 悴惘悋 愕悋慍 愆惡 惠悋悋 擧惆 擧悋惘 愕擧慍惠. Fine/Turbo 愆惆 惡惘惆 擧悋惘 惡 惡惺惆 愕 慍悴 悴惘悋 惡惘悋.
  • 13. ≒惆愕 擧惘惆 拆悋惘悋惠惘慍 ≒愕愕惠 悋惘慍悋惡 ≒愕悋慍 惡 悋愕惠惘悋惠 NURBS 悋 惡 愕擧慍 悴惘悋 惡惘悋 擧惆 擧 lower-upper symmetric-gauss-seidel Gaussian elimination .悋愕惠 愆惆 悋愕惠悋惆 惠擧 悋擯惘惠 惶忰 拆悋愕悽 惘愆 悋慍 悋慍DOE.悋愕惠 愆惆 悋愕惠悋惆 拆悋惘悋惠惘悋 悋惠 悋惡惺悋惆 悴愕惠悴 惡惘悋 悋慍SQP(悋愕惠.)悽愀悋悋惡 愆惆 悋愕惠悋惆 愆惆 惡 悋愀悋惺悋惠 拆悋愆 惡惘悋
  • 15. Advanced Aerodynamic Optimization System for Turbomachinery Bo Chen1 e-mail: b- chen04@mails.tsingh ua.edu.cn Xin Yuan Key Laboratory for Thermal Science and Power Engineering of Ministry of Education, Department of Thermal Engineering, Tsinghua University, Beijing 100084, Peoples Republic of China Multigrid-Aided Finite-Difference Progressive Optimization for the Design of Turbomachinery Cascades L.A. Catalano*, A. Dadone, V.S.E. Daloiso Dipartimento di Ingegneria Meccanica e Gestionale, & Centro di Eccellenza in Meccanica Computazionale, Politecnico di Bari, Bari, Italy catalano@poliba.it Mohammadi, B., Pironneau, O., 2001: Applied shape optimization for fluids. Oxford Science Publications, Clarendon Press. --------- 1997: A new optimal shape design procedure for inviscid and viscous turbulent flows. Int. J. Numer. Meth. Fluids 25:183203. Catalano, L. A., Dadone, A., Daloiso, V.S.E., 2005: Progressive optimization on unstructured grids using multigridaided finite-difference sensitivities. International Journal For Numerical Methods In Fluids, Vol. 47, Issue 10-11, pp. 1383-1391. AERODYNAMIC AND AEROMECHNIC BLADING DESIGN OPTIMIZATION USING HARMONIC PERTURBATION METHODS H-D Li, L. He Durham University School of Engineering Durham DH1 3LE, UK Y-S Li, R. Wells Siemens Industrial Turbomachinery Ltd. Ruston House PO Box 1 Waterside South Lincoln LN5 7FD, UK