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Design Criteria For Manual Wheelchairs Used As Motor Vehicle Seats Using Computer Simulation
Alex Leary, BS, Gina Bertocci, PhD
University of Pittsburgh
Slide 1
Design Criteria For Manual Wheelchairs Used As Motor Vehicle Seats Using Computer Simulation

Alex Leary, BS, Gina Bertocci, PhD
University of Pittsburgh
Slide 2
Background

1990 ADA Increased public access for people with disabilities
Some wheelchair users are unable to transfer to a vehicle seat
There is a need to produce transportable wheelchairs that offer safety comparable to vehicle seats in an impact
Slide 3
Purpose

Quantify dynamic impact loads on a manual wheelchair during a 20g/48kph frontal impact deceleration to provide design criteria for transportable wheelchairs
- Seat
- Wheels and casters
- Tiedowns and restraints
- Securement points
Slide 4
Significance

Bertocci G, Esteireiro J, Cooper R, Young T, Thomas C. Testing and evaluation of wheelchair caster assemblies subjected to dynamic crash loading. Journal of Rehabilitation Research and Development. Vol. 36, No. 1, Jan. 1999.
Dynamic drop tests simulating impact loads on wheelchair casters produced failure in 5 of 7 components tested
There is a need for improvement in transportable wheelchair design
Slide 5
ANSI/RESNA WC-19

Voluntary standard addressing wheelchair crashworthiness
Four point tie-down securement system
Securement device dynamically tested in 20g/48 kph frontal impact
- No major structural failure
- Excursion limits from ATD and wheelchair
- ATD and Wheelchair must remain upright
Slide 6
Methods

Construct a computer model of a wheelchair and occupant in a 20g/48kph frontal impact
Validate the model to sled test data
Use the model to calculate wheelchair loads
Conduct parametric sensitivity analysis
Slide 7
Methods: Model Construction

46 lb manual wheelchair with a welded aluminum frame
Hybrid III Anthropomorphic Test Dummy (ATD)
Four point tiedowns
Shoulder and lap occupant restraints
Slide 8
Methods: Model Construction

Dynaman Articulated Total Body lumped mass simulation software
Ellipsoids, planes, joints
Force deflection, friction, restitution, and energy functions describe element interaction
Slide 9
Methods: Model Validation

Gross Motion
Match acceleration histories
- Head
- Chest
- Pelvis
- Wheelchair
Match Force histories
- Occupant Restraints
- Wheelchair Tiedowns
Graphic description: A series of photographs and line drawings comparing an actual sled test with a computer modeled test.
Slide 10
Methods: Model Validation

Graphic description: A graph comparing results of shoulder belt tension,, tiedown tension, lap belt tension, wheelchair acceleration, pelvis acceleration, and chest aceleration of an actual sled test with a computer model. The restus are very similar.
Slide 11
Results: Seat Loads

Graphic description: two graphs showing the relationship between seat stiffness and seat force. As seat stiffness increases, seat force increases.
Slide 12
Rear Securement Point Locations

Graphic description: A line drawing showing 3 different wheelcchair rear tie down securement points: 5.5 inches above the hub, 1.5 inches above the hub, 2.5 inches below the hub.
Slide 13
Results: Wheel and Caster Loads

Graphic description: Two graphs: one showing the relationship between caster wheel force and tie down securement points to and the other showing the relationship between rear wheel force and tie down securement points. As the height of the tie down point increases, the caster wheel force decreases. As height of tie down point increases, the rear wheel force increases.
Slide 14
Results: Rear Securement Point Loads

Graphic description: a graph showing the relationship between the height of the tie down securement points to rear securement point force. As height of tie down point increases, the rear securement point force also increases.
Slide 15
Results: Wheelchair Design Criteria

Graphic description: a table showing the minimum and maximum force on: seat (min = 4017, max = 5407), caster wheel (min = 216, max = 1900), rear wheel min = 2011, max = 4038) and rear securement points (min = 1313, max = 1712).
Slide 16
Discussion

The model has been shown to be a reasonably valid representation of the sled test
The model efficiently determines the effect of design changes
Seat stiffness greatly influences seat load
Rear securement point position greatly affects wheel loading and wheelchair stability but has little effect on tiedown loads.
Slide 17
Questions?

The End
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Updated: March 12, 2002
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