Browse Publications Technical Papers 2001-01-0496
2001-03-05

Modeling of Coil Springs Using Parallel Mechanisms 2001-01-0496

Traditionally coil springs were used for applications to exert one-dimensional force along a given spring coil axis. However, in recent years, there has been an increasing trend in using coil springs to provide forces in a multi-dimensional space. In this paper, an approach to construct a model of a coil spring for suspension systems using a spatial six degree-of-freedom parallel mechanism is presented. In kinematics and dynamics simulation, the use of a parallel mechanism to model a coil spring allows a designer to simulate six degrees of freedom spring characteristics with vehicle kinematics without using FEA feature embedded in the simulation software. This requires a significant amount of computational load and maybe a file format converter. If an actual parallel mechanism is available and inserted into an experimental suspension system in place of a coil spring, it can be used as a device to generate various forces and torques between the upper and lower spring seats to study desirable characteristics useful for designing coil springs. Examples are presented to simulate responses of an automobile suspension system using this parallel mechanism based spring model.

SAE MOBILUS

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

Access SAE MOBILUS »

Members save up to 16% off list price.
Login to see discount.
Special Offer: Download multiple Technical Papers each year? TechSelect is a cost-effective subscription option to select and download 12-100 full-text Technical Papers per year. Find more information here.
We also recommend:
TECHNICAL PAPER

Optimization on Mac Pherson Suspensions with a Spring

970100

View Details

TECHNICAL PAPER

Development of L-Shape Coil Spring to Reduce a Friction on the McPherson Strut Suspension System

2001-01-0497

View Details

TECHNICAL PAPER

Body Optimization for Front Loading Design Process

2014-01-0388

View Details

X