FULL-WIDTH
AND OFFSET FRONTAL CRASH ANALYSIS OF A FORD TAURUS AND CORRESPONDING OCCUPANT
RESPONSES
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ABSTRACT
Safety is of paramount
importance to manufactures of roadway vehicles. Although much progress has been
made in the field of passenger safety in a car in the last years, there is still
a strong need for the design of a more crashworthy vehicle in a frontal
collision. In this research, a Ford Taurus model is analyzed in a frontal
full-width and offset impact. This paper describes the results of a non-linear
finite element computer simulation in LS-DYNA using a Ford Taurus model in a
frontal collision for a full width rigid barrier and an offset deformable
barrier. Finally the responses of an occupant for the above crash tests are
analyzed using the Mathematical Dynamic Modeling (MADYMO) code. The full-width
and offset crash test results are compared and the results showed that in both
the cases there is no injury to the head. But in the offset crash test the
results showed that there is severe leg injury.
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INTRODUCTION
Today’s
passenger vehicles are designed with more crashworthy than ever before. But
still in overall crashes most of the passenger vehicle occupants die in frontal
crashes. More than 30,000 people die in crashes on US roads every year. So the
design for a more crashworthy vehicle is always a necessity to reduce these
deaths. The injury to a passenger also depends on how well the vehicle is
equipped with occupant restraint systems. So the level of safety performance of
the vehicles has to be assessed. Federal Motor Vehicle Safety Standard (FMVSS)
208 specifies performance requirements for the protection of vehicle occupants
in crashes. Every year the National Highway Traffic Safety Administration (NHTSA)
buys brand new cars right off the lots and crashes them. This is done to compare
how well different vehicles protect front-seat passengers in a head-on
collision.
The NHTSA’s protocol, FMVSS 208 involved running
vehicles head-on into a fixed barrier at 35 mph. Results were published for the
information of consumers, as the US arm of the international New Car Assessment
Program (NCAP). Figure 1 shows the setup for the NCAP testing method. In the
Insurance Institute for Highway Safety’s (IIHS) 40 mph offset test, 40 percent
of the total width of each vehicle strikes a barrier on the driver side. The
barrier's deformable face is made of aluminium honeycomb, which makes the forces
in the test similar to those involved in a frontal offset crash between two
vehicles of the same weight. Figure 2 shows the setup for the IIHS testing method.
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Figure 1. NCAP test setup
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Figure 2. IIHS test setup
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CRASH ANALYSIS OF FORD TAURUS
The FE model of Ford
Taurus is divided into 123 parts. These parts represent the components of the
vehicle. Out of the 123 parts, 104 parts are used with shell elements to model
the sheet metal components, 18 parts are assigned beam elements to represent the
steel bars in the vehicle and one part is modeled with brick elements to
represent the radiator.
The detailed finite
element model of Ford Taurus model is crashed onto a rigid barrier, full-width
at 35mph according to NCAP regulations. The barrier is developed in PATRAN and
the relative properties are assigned to make it rigid.
Offset barrier crash tests are conducted at 40 mph and 40 percent
overlap. The test vehicle is aligned with the deformable barrier such that the
right edge of the barrier face is offset to the left of the vehicle centerline
by 10 percent of the vehicle’s width.
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Figure
3.Full-Width
Crash
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Figure 4. Offset Crash test
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Crash
Test
In the full-width test the total crash energy is absorbed by the
full frontal structure. Crashing the full width of a vehicle into a rigid
barrier maximizes energy absorption and the integrity of the occupant
compartment is maintained. Figure 5 shows the deformation in the front structure
in a full-width crash. Figure 6 shows the deformation of the front structure in
an offset crash.
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Figure
5. Full-width crash
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Figure 6. Offset crash
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In an offset crash only one side of a vehicle’s front end, not
the full width, hits the barrier so that a smaller area of the structure manages
the crash energy. This means the front end on the struck side crushes more than
in a full-width test, and intrusion into the compartment is more likely. Figure
7 shows the compartment intrusion in offset.
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Figure 7. Occupant compartment in offset crash
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DEVELOPMENT OF OCCUPANT VEHICLE MODEL IN MADYMO
To evaluate the occupant impact response the car interior is modeled in
MADYMO computer code. The occupant compartment of Ford Taurus car is modeled in
MADYMO with the measurements taken from the finite element model of the car and
also from the actual car. The driver is the 50th percentile Hybrid
III male dummy.
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Figure 8. Occupant vehicle modeling in Madymo
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OCCUPANT IMPACT RESPONSES IN MADYMO
The occupant responses in the
full-width and offset crash tests are evaluated. The acceleration pulse is
derived from the LS-DYNA simulation of the FE Ford Taurus model. Occupant
responses are evaluated by using the injury criteria given by the MADYMO
program.
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Figure 9. Occupant responses for offset crash
pulse
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The head injury
is evaluated by calculating the Head Injury Criteria (HIC) from the head
acceleration profile. The chest, pelvis injuries and the forces on the right and
left femur are calculated for both the impact speeds. The foot injury is
evaluated by calculating the tibia index.
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Table 1. Occupant injury responses in
full-width
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Table 2. Occupant injury responses in
offset
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| Injury Parameter
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Element
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Numerical value
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| HIC |
Head
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686
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| TTI |
Chest/Pelvis
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35.18 (g)
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| VC |
Upper Torso
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0.162 (m/s)
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| 3MS Max |
Chest
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38.48 (g)
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| Tibia Index |
Lower Right Tibia
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0.127
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| Tibia Index |
Lower Left Tibia
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0.262 |
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| Injury Parameter
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Element |
Numerical value
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| HIC |
Head
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624
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| TTI |
Chest/Pelvis
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33.9 (g)
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| VC |
Upper Torso
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0.149 (m/s)
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| 3MS Max |
Chest
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38.09 (g)
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| Tibia Index |
Lower Right Tibia
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1.06
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| Tibia Index |
Lower Left Tibia
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0.805 |
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Figure 10. Simulation results of
footboard intrusion in offset
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Tibia index measures
combined bending and compression forces on the lower leg and an index reading of
1 or more represents an unacceptably high risk of tibia fracture. As it is
observed there is severe injury to the lower right tibia in the offset crash
test as the peak value is above 1. The lower left tibia index is also high when
compared to the upper part of the tibia. The lower tibia of both the legs have
high injury risk in an offset crash when compared to the full-width crash.
Figure 10 shows the simulation results.
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CONCLUSIONS
In both full-width and offset crash tests there is no severe injury to the head,
chest and lower torso. The head and chest injury parameters are higher in the
case of the full-width test when compared to that of offset. In full-width there
are higher occupant compartment decelerations so they are especially demanding
of restraint systems but the integrity of the compartment is maintained. In
offset test as only part of the front structure takes the crash energy there is
intrusion into the occupant compartment. So the bottom line is that full-width
test are especially demanding of restraints but less demanding of structure,
while the reverse is true in offsets. The intrusion of the occupant compartment
is simulated in MADYMO and the injury to occupant lower extremities is
evaluated. In offset test, there are an unacceptably high tibia index values for
the lower tibia that shows severe
leg injury.
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2002. All Rights
Reserved.
Last modified on 10/24/02
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