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active and passive human model for
pre and crash scenarios
Pedro Talaia, ESR2, MYMOSA
University of West Bohemia
Czech Republic
STATE OF ART
• Review on biomechanical human body modeling with special
focus on multi-body models
– Dedicated software
– Software suites
– Code development
• Review on impact biomechanics and injury criteria with
special focus on motorcyclist
– Types of injuries
– Injuries by human body section
• Anatomy
• Injury and associated mechanisms
• Injury criteria
STATE OF ART
• Stage at LMS
• Virtual.Lab Motion
• Modelling
• Controlling
• Course in accident reconstruction, DEKRA
• Characteristics of body’s member
segments
• Body parts
• Movements
• Virtual.Lab Motion
• Model validation
T
eq
dq
    
     
    
QM C q
QC 0 λ
2D MODEL
• Mathematical formulation
– Time domain
– Cartesian coordinates
– Passive joints
• Spring
• Dampers
– Rigid bodies
– Perfect joints
• 9 revolute
• 1 prismatic
– Baumgarte’s stabilization method
• Constraint violation
• The constant distance between two
points can cease and the points
move away from their initial position
– New definition of constrains
derivative
– Constant parameters with arbitrary
values
i i j j
   R r R r 0
0i j
c   
1
2
1 2 1 2
0
i i i j i j
p p
i i i j
p
x y y xp p p p
      

   

   
p R A u R A u
p R A u R
   2 ,d q qq
t          Q C q q C q C q
2D MODEL
• Code implementation
• MATLAB (2007a)
• Integration function ode113
• Step time of 2 ms
• Relative error of 1E-4
• Absolute error of 1E-6
Models
3D HUMAN BODY MODEL
• Body entity (CAD)
• General coordinates (axis)
• Center of Mass axis
• Joint axis
• (skin, lines, etc.)
• Body definition (CAE)
• Body entity
• Center of Mass definition
• Mass and Inertia definition
• (sensors, contacts, etc.)
• Joint definition
• All revolute (Spherical by 3 revolute)
• Passive stiffness (parametric)
• Output parameters computation
• From the sensors
• Controls (IO)
Models
• Model developed
– 50th percentile male
– 15 bodies
– 10 spherical joints (3 revolute composed)
– 4 revolute joints
– Passive joints (spring and damper)
– Skin contact
– Hemet pre-defined (for PTW proposes)
– Full parametric
Methodology
Crash databases
ISO configurations
Pre-crash simulation
FEM simulation
MB simulation
Pedestrian example
• Vehicle
– Van
– braking 0.8g
– 28kph
• Pedestrian
– 50th percentile male
– stand ahead
– no-aware
Pedestrian example
Pedestrian example
Pedestrian example
-10000 -8000 -6000 -4000 -2000 0
-1000
-800
-600
-400
-200
Aerialview[mm]
-10000 -8000 -6000 -4000 -2000 0
-1500
-1000
-500
0
500
Lateralview[mm]
Displacment [mm]
Pedestrian example
Measured Simulated Deviation (%)
HIC15 16 698 15 017 -10.1
HIC36 7 366 7 718 4.8
ThAC* 1 135 2872 153.0
Head Impact
Head impact
Thorax impact
Thorax impact
Thorax impact
Conclusions
• 2D Multibody model implemented
• 3D Multibody model implemented
– 50th percentile male
– Anthropometric data from literature
– Contact validation
– Other parameters accessed
• A crash involving a pedestrian was simulated
• Injuries have been accessed in the first impact
active and passive human model for
pre and crash scenarios
Pedro Talaia, ESR2, MYMOSA
University of West Bohemia
Czech Republic

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Mymosa final presentation

  • 1. active and passive human model for pre and crash scenarios Pedro Talaia, ESR2, MYMOSA University of West Bohemia Czech Republic
  • 2. STATE OF ART • Review on biomechanical human body modeling with special focus on multi-body models – Dedicated software – Software suites – Code development • Review on impact biomechanics and injury criteria with special focus on motorcyclist – Types of injuries – Injuries by human body section • Anatomy • Injury and associated mechanisms • Injury criteria
  • 3. STATE OF ART • Stage at LMS • Virtual.Lab Motion • Modelling • Controlling • Course in accident reconstruction, DEKRA • Characteristics of body’s member segments • Body parts • Movements • Virtual.Lab Motion • Model validation
  • 4. T eq dq                 QM C q QC 0 λ 2D MODEL • Mathematical formulation – Time domain – Cartesian coordinates – Passive joints • Spring • Dampers – Rigid bodies – Perfect joints • 9 revolute • 1 prismatic – Baumgarte’s stabilization method • Constraint violation • The constant distance between two points can cease and the points move away from their initial position – New definition of constrains derivative – Constant parameters with arbitrary values i i j j    R r R r 0 0i j c    1 2 1 2 1 2 0 i i i j i j p p i i i j p x y y xp p p p                  p R A u R A u p R A u R    2 ,d q qq t          Q C q q C q C q
  • 5. 2D MODEL • Code implementation • MATLAB (2007a) • Integration function ode113 • Step time of 2 ms • Relative error of 1E-4 • Absolute error of 1E-6
  • 7. 3D HUMAN BODY MODEL • Body entity (CAD) • General coordinates (axis) • Center of Mass axis • Joint axis • (skin, lines, etc.) • Body definition (CAE) • Body entity • Center of Mass definition • Mass and Inertia definition • (sensors, contacts, etc.) • Joint definition • All revolute (Spherical by 3 revolute) • Passive stiffness (parametric) • Output parameters computation • From the sensors • Controls (IO)
  • 8. Models • Model developed – 50th percentile male – 15 bodies – 10 spherical joints (3 revolute composed) – 4 revolute joints – Passive joints (spring and damper) – Skin contact – Hemet pre-defined (for PTW proposes) – Full parametric
  • 9. Methodology Crash databases ISO configurations Pre-crash simulation FEM simulation MB simulation
  • 10. Pedestrian example • Vehicle – Van – braking 0.8g – 28kph • Pedestrian – 50th percentile male – stand ahead – no-aware
  • 13. Pedestrian example -10000 -8000 -6000 -4000 -2000 0 -1000 -800 -600 -400 -200 Aerialview[mm] -10000 -8000 -6000 -4000 -2000 0 -1500 -1000 -500 0 500 Lateralview[mm] Displacment [mm]
  • 14. Pedestrian example Measured Simulated Deviation (%) HIC15 16 698 15 017 -10.1 HIC36 7 366 7 718 4.8 ThAC* 1 135 2872 153.0
  • 20. Conclusions • 2D Multibody model implemented • 3D Multibody model implemented – 50th percentile male – Anthropometric data from literature – Contact validation – Other parameters accessed • A crash involving a pedestrian was simulated • Injuries have been accessed in the first impact
  • 21. active and passive human model for pre and crash scenarios Pedro Talaia, ESR2, MYMOSA University of West Bohemia Czech Republic