Browse Publications Technical Papers 2007-01-1399

A Theoretical and Experimental Study of Resonance in a High Performance Engine Intake System: Part 2 2007-01-1399

The unsteady gas dynamic phenomena in a racecar airbox have been examined, and resonant tuning effects have been considered. A coupled 1D/3D analysis, using the engine simulation package Virtual 4-Stroke and the CFD package FLUENT, was used to model the engine and airbox. The models were experimentally validated. An airbox was designed with a natural frequency in the region of 75 Hz. A coupled 1D/3D analysis of the airbox and a Yamaha R6 4-cylinder engine predicted resonance at the single-cylinder induction frequency; 75 Hz at an engine speed of 9000 rpm.
The amplitude of the pressure fluctuation was found to be influenced by the separation between the intake pipes in the airbox. For an n-cylinder even-firing engine, if the intakes are coincident in the airbox, then the fundamental and all harmonics of the forcing function, apart from the (n-1)th, (2n-1)th, etc. will cancel. That is, only the multi-cylinder induction frequency and its multiples will not cancel. If the intakes are spatially separated, as in a real airbox, complete cancellation of the harmonics in the forcing function will not occur. The degree of cancellation depends on the separation distance of the intakes.
Three different intake pipe configurations were investigated numerically and experimentally. The experimental results showed good correlation with the 1D/3D predictions. At an engine speed where the single-cylinder induction frequency matched the natural frequency of the airbox, the amplitude of the low frequency pressure fluctuation inside the airbox was found to increase as the separation of the intake pipes was increased.


Subscribers can view annotate, and download all of SAE's content. Learn More »


Members save up to 43% off list price.
Login to see discount.
Special Offer: With TechSelect, you decide what SAE Technical Papers you need, when you need them, and how much you want to pay.