Oasys LS-DYNA Environment 8.1 VOLUME 3 ... - Oasys Software
Oasys LS-DYNA Environment 8.1 VOLUME 3 ... - Oasys Software
Oasys LS-DYNA Environment 8.1 VOLUME 3 ... - Oasys Software
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<strong>Oasys</strong> <strong>LS</strong>-<strong>DYNA</strong> <strong>Environment</strong>: User Guide (Version <strong>8.1</strong>)<br />
Note:<br />
! The parts affected by jetting are listed in a part set. Only the include the front face of the<br />
airbag—otherwise the rear face will be pushed out instead.<br />
! The jet focal point needs to be some distance away from the airbag, to avoid high forces being<br />
concentrated on a single element.<br />
! The direction from the focal point to the jet head defines the direction of the jetting forces.<br />
! The angle is the cone semi-angle in radians.<br />
CALIBRATION OF JETTING AIRBAGS<br />
The jetting force is calculated automatically from thermodynamic equations. These do not take<br />
account of the form of the orifice and many other factors. The total force applied by the model<br />
jet must be calibrated to allow for this. Typical drivers-side airbag inflators have peak reactions<br />
around 0.5 to 2kN.<br />
The jetting force is not output directly by <strong>LS</strong>-<strong>DYNA</strong> it must be found using a separate model.<br />
Use the same mass flow curve and thermodynamic data but double the size of the bag to avoid<br />
developing significant overpressure. Apply the jet to a rigid back face, supported on stiff springs.<br />
Sum the forces in the springs using T/HIS. This is the jetting force. The “efficiency factor” in the<br />
model should then be scaled so that the peak force is correct.<br />
Jetting can alter the way in which an airbag deploys, especially during the initial stages of<br />
inflation However, it has a minimal effect on the airbag pressure time-history.<br />
Spring 1E4 N/mm<br />
F<br />
B<br />
A<br />
2 x actual diameter<br />
JET<br />
Airbag = Parts 1 + 2 Jetting onto Part 2<br />
t<br />
fabric airbag<br />
(Part 1)<br />
These elements made<br />
rigid (part 2)<br />
A = Sum of spring forces<br />
B = Actual reaction force peak<br />
=> Factor = B/A<br />
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