Journal of Computational Acoustics · 2003 · 75 citations · 5 references
EngineeringAutomotive EngineeringComputational EngineeringComputational MechanicsFinite Element AnalysisFinite Element MethodsAcoustic ModelingFinite Element FormulationModal AnalysisStructural AcousticsStructural Finite Element AnalysisVibration AnalysisAcoustic AnalysisAcoustic Modal AnalysisComputational Vibration AnalysisComputational VibroacousticsFinite Element Methods In AcousticsFluid-structure Interaction ModelingVibroacoustic ModelingVibroacoustic Simulation
Optimizing vehicle NVH is dominated by expensive frequency‑response calculations of large finite‑element models, typically modeled as fluid‑structure interaction between the car body and interior fluid. The paper examines BMW’s current NVH computational approach, evaluating its numerical precision and efficiency. The study derives NVH equations of motion in differential, algebraic, and modal forms and compares three solution strategies—direct, modal, and Automated Multi‑Level Substructuring (AMLS)—for large systems.
The costliest part of computationally optimizing automobiles for Noise, Vibration and Harshness (NVH) is the frequency response calculation of very large finite element models. In general, NVH is treated as a fluid-structure interaction between the body and the car interior fluid volume. In this paper, some features of the current approach to NVH computations at BMW are elucidated. First, the equations of motion for a typical NVH problem will be derived using three different formulations, differential, algebraic and modal. Next, three numerical approaches for solving the large systems of equations (direct, modal and Automated Multi-Level Substructuring (AMLS)) will be shown. Finally, the numerical precision and the efficiency of these approaches will be assessed.
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