A constrained optimization based method for acoustic finite element model updating of cavities using pressure response

作者：Dhandole S; Modak S V^*

来源：Applied Mathematical Modelling, 2012, 36(1): 399-413.

DOI：10.1016/j.apm.2011.07.029

• Acoustic finite element model updating
• Finite element model updating
• Absorber property identification
• Constrained optimization
• Sequential quadratic programming (SQP)

A method based on constrained optimization for updating of an acoustic finite element model using pressure response is proposed in this paper. The constrained optimization problem is solved using sequential quadratic programming algorithm. Updating parameters related to the properties of the sound absorbers and the measurement errors are considered. Effectiveness of the method is demonstrated by numerical studies on a 2D rectangular cavity and a car cavity. It is shown that the constrained formulation, that includes lower and upper bounds on the updating parameters in the form of inequality constraints, is important for obtaining a correct updated model. It is seen that the proposed updating method is not only able to effectively update the model to obtain a close match between the finite element model pressure response and the reference pressure response, but is also able to identify the correction factors to the parameters in error with reasonable accuracy.

• 出版日期2012-1