Surface Modeling Design and Temperature Field Analysis about Air Intake Cover Based on Pro/E Software

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Abstract:

As an outer covering of cooling aircraft engines, the air intake cover very much effects the aerodynamic performance of the aircraft under the condition of high-speed air current striking on it. In order to improve the aircraft's aerodynamic performance, the temperature field distribution of the gypsum-based Investment casting process of the air intake cover was analyzed by ANSYS software, which the Pro/E software was used as the three-dimensional modeling software. In the modeling process with Pro/E software, three default datums must be firstly established. In the same time, it is necessary to appropriately use some temporary datums. Some functions, such as Protrusion> Use Quilt> Solid or Thin,Reorder,Redefine,Reroute, are very important to generate complex curved surfaces and entities. The results of the temperature field simulation showed that the process of filling and solidification reflected the actual casting situations, forecast possible defects in casting and defective locations of the castings, order solidification was obtained which a rising head was put close to casting heat knots and final solidification positions, and ensured the feasibility and quality of the air intake cover casting.

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Periodical:

Advanced Materials Research (Volumes 291-294)

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1237-1240

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Online since:

July 2011

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© 2011 Trans Tech Publications Ltd. All Rights Reserved

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[1] Shengjie Huang, Yisan Zhang. Actual Curved Surface Designs of Pro/ENGINEER. CHINA MACHINE PRESS, Beijing, PRC, (2003)

Google Scholar

[2] Yibin Shen, Zunzhong Ke. MACHINERY, 29(2),49~51(2002).(In Chinese)

Google Scholar

[3] Xiao Jiang, Julian Ding, Jiacai Mei et al. PACKAGING ENGINEERING,27(3),142~144(2006). (In Chinese)

Google Scholar

[4] Comini G et al. Finite element solution of non-liner heat conduction problems with special reference to phase change, Int J Num Methods Eng, 1974,18: 613~624

DOI: 10.1002/nme.1620080314

Google Scholar

[5] Reddy J N, Gartling D K. The finite element method in heat transfer and fluid dynamics, CRC Press Inc, Florida,USA,(1994)

Google Scholar

[6] Morgan K et al. An improved algorithm for heat conduction problems with phase change, Int J Num Methods Eng, 1978, 13:1191~1202

Google Scholar