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Case study

Bead optimization of the exhaust muffler

This case study covers the optimization of the exhaust muffler, to prevent undesired vibration.

Bead optimization of the exhaust muffler
Published August 1, 2023
Written by Uroš Rožič

Introduction

Mufflers are usually made of so-called two shell parts. This means that the upper and the lower side of the muffler are formed and later welded together. Mufflers are subjected to constant thermal and structural loading. Structural loading mainly comes in the form of exhaust pressure waves. These pressure waves have different frequencies and amplitudes. When mufflers are not designed appropriately, they can get into resonance with the pressure wave and this results in an undesired drone sound. It is therefore important to design the muffler in a way that the natural frequencies of the muffler would not align with the frequency of the pressure wave.

In this case study, sheet metal optimization is presented. The optimization algorithm adjusts the position of the shell finite elements, to obtain the optimal design.

Geometry and mesh

The sheet metal was meshed using shell finite elements.

Figure 1: Shell model of the muffler
Figure 1: Shell model of the muffler

Loads and Boundary conditions

The muffler is constrained on the lower edge of the sheet metal. the goal of the optimization was to increase the natural frequencies of the muffler. The manufacturing constraints were also considered.

Results

Initial model

We were initially interested in the natural frequencies of the muffler before optimization. The first four natural frequencies of the muffler are presented below.

Figure 2: First four natural frequencies
Figure 2: First four natural frequencies
Figure 2: First four natural frequencies
Figure 2: First four natural frequencies
Figure 2: First four natural frequencies
Table1: First four natural frequencies
Table1: First four natural frequencies

Optimized shape

The optimized shape of the muffler can be seen in the figure 3.

Figure 3: Optimized shape
Figure 3: Optimized shape
Figure 4: CAD model made from the Optimise shape
Figure 4: CAD model made from the Optimise shape
Figure 5: First four natural frequencies of the optimized shape
Figure 5: First four natural frequencies of the optimized shape

It can be seen that the natural frequencies have in some cases increased by almost 250%. This is a huge advantage considering the fact that the weight stayed almost unchanged.

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