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ποΈ Modal, Harmonic, and Transient Analysis on a Race Car Chassis
In this project, I dynamically analyzed a race car chassis to understand its behavior under various vibration modes and dynamic loads. My workflow covered Modal, Harmonic, and Transient Analysis β each revealing how the structure reacts to real-world excitations like bumps and side impacts.
πΉ 1οΈβ£ Modal Analysis
The first step was identifying the natural frequencies and mode shapes β the βfingerprintsβ of dynamic behavior.
Hereβs a summary of the first 10 mode shapes:
1οΈβ£ 10.93 Hz β Fundamental mode caused by side shear in X-direction at the chassis front.
2οΈβ£ 22.76 Hz β Global vertical motion (Y), like a bump β less critical here.
3οΈβ£ 31.55 Hz β Torsion about Z-axis; affects stiffness but minor in X.
4οΈβ£ 58.52 Hz β Strong X-displacement at front and mid chassis.
5οΈβ£ 71.88 Hz β Bending in Y, max at mid-span.
6οΈβ£ 82.90 Hz β X-direction motion at front & middle.
7οΈβ£ 91.95 Hz β Similar to 6, but deformation more centralized.
8οΈβ£ 104.15 Hz β Major torsional mode about Z.
9οΈβ£ 133.6 Hz β Mixed X-displacement and Y-rotation.
π 133.75 Hz β Complex mixed mode with small contributions.
The most dominant were Modes 1, 3, 4, 6, 7 & 9 β especially Mode 1, representing the critical side impact.
πΉ 2οΈβ£ Harmonic Response
The Harmonic Analysis visualized the Frequency Response Function (FRF). Resonance peaks aligned with modal frequencies, confirming Mode 1 as dominant.
To refine the response, I added modal damping based on Mode 1 frequency. This reduced its resonance and suppressed higher modes.
πΉ 3οΈβ£ Transient Analysis
Finally, I simulated a real side impact. Without damping, oscillations persisted unrealistically. With damping, vibrations decayed smoothly.
The time between peaks was 0.092 s (~10.87 Hz), perfectly matching Mode 1 β proving itβs the dominant mode.
Every phase β from meshing to constraints β was tuned for realistic accuracy. Because in dynamics, itβs not just about running simulations, but understanding which mode truly defines your designβs response under impact.