access icon openaccess Aerodynamic drag reduction in a vehicle based on efficient global optimisation

Vehicle aerodynamic shape optimisation is a typical non-linear and computationally expensive black box problem, which is severely limited by time and cost of the objective function evaluations during the global optimisation process. To solve the shortcomings of low efficiency and high cost of the existing vehicle drag reduction method, an improved efficient global optimisation (EGO) algorithm is used to optimise a four-dimensional aerodynamic drag reduction design of a vehicle combined with computational fluid dynamics numerical simulation technology. Moreover, data mining technologies are used to reveal the influence mechanisms of design variables on aerodynamic drag and to analyse the relationship between the variables. It is demonstrated that the improved EGO algorithm, based on the kriging response surface and expected improvement function, can achieve the global optimum with minimum function evaluations. The aerodynamic drag of the optimal design is 1.56% lower than that of the original vehicle. The data mining results showed that the engine hood inclination and the tail upturn angle play a leading role in the vehicle's aerodynamic drag, and the hood inclination has the greatest impact.

Inspec keywords: optimisation; statistical analysis; design engineering; vehicle dynamics; drag reduction; data mining; search problems; numerical analysis; aerodynamics; computational fluid dynamics

Other keywords: global optimisation process; four-dimensional aerodynamic drag reduction design; vehicle aerodynamic shape optimisation; design variables; tail upturn angle; computational fluid dynamics numerical simulation technology; data mining technologies; low efficiency; EGO algorithm; computationally expensive black box problem; vehicle drag reduction method; engine hood inclination; minimum function evaluations; global optimisation algorithm; global optimum; original vehicle

Subjects: Statistics; Applied fluid mechanics; Vehicle mechanics; General fluid dynamics theory, simulation and other computational methods; Numerical approximation and analysis; Fluid mechanics and aerodynamics (mechanical engineering); Optimisation; Numerical analysis

http://iet.metastore.ingenta.com/content/journals/10.1049/joe.2018.8954
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content/journals/10.1049/joe.2018.8954
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