2001
DOI: 10.1299/jsmec.44.890
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Nose Shape Optimization of High-speed Train for Minimization of Tunnel Sonic Boom.

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Cited by 49 publications
(35 citation statements)
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“…In order to obtain a streamlined design with excellent aerodynamic performance and improve the optimization efficiency of a train head's aerodynamic shape, many scholars have done a lot of work (Kwon et al, 2001;Lee & Kim, 2008;Sun, Song, & An, 2010;Vytla, Huang, & Penmetsa, 2010;Yao, Guo, & Yang, 2012). Lee and Kim (2008) developed an optimization algorithm that combines successive quadratic programming (SQP) optimization with a support vector machine in order to reduce micro-pressure.…”
mentioning
confidence: 99%
“…In order to obtain a streamlined design with excellent aerodynamic performance and improve the optimization efficiency of a train head's aerodynamic shape, many scholars have done a lot of work (Kwon et al, 2001;Lee & Kim, 2008;Sun, Song, & An, 2010;Vytla, Huang, & Penmetsa, 2010;Yao, Guo, & Yang, 2012). Lee and Kim (2008) developed an optimization algorithm that combines successive quadratic programming (SQP) optimization with a support vector machine in order to reduce micro-pressure.…”
mentioning
confidence: 99%
“…Currently, very few studies on multi-objective optimization design of train head can be found. Kwon et al (2001) studied the influence of the nose shape on the intensity of the pressure gradient of the compression wave at the tunnel entrance, where the response surface method was used as a basis for the optimization of nose shape of high-speed trains. The analytical results showed that the front 20% part of the train nose played the most important role in the minimization of the maximum pressure gradient.…”
Section: Introductionmentioning
confidence: 99%
“…At present, there are few references on multi-objective optimization design of the aerodynamic shape of the highspeed train using both CFD and optimization algorithm. The existing research [5][6][7][8][9][10] mostly focuses on two-dimensional contour of trains or unconstrained single-objective optimization with less efficient optimization algorithm, and is difficult to be applied to practical engineering problems with constraints, large amounts of computation and a number of design parameters. Ku et al [5] combined two single-objective optimization processes, obtained the optimal rate of section change of streamlined parts of the leading car having micro-pressure waves as a goal which were generated through tunnels, and then completed the single-objective optimization design based on Kriging model and VMF (Vehicle Modeling Function) three-dimensional parametric approach to reduce aerodynamic drag of the leading car on the premise that the rate of section change is constant.…”
Section: Introductionmentioning
confidence: 99%