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Coordinates & Camera Angles ;    Don’t take shortcuts with forensics Jay Gallagher
Introduction  ,[object Object],[object Object],[object Object]
[object Object],[object Object],[object Object]
Today’s Agenda ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
Overview  ,[object Object],[object Object],Weather Alcohol Defect Fault Reaction Fraud Fatigue Visibility Speed ,[object Object],[object Object],[object Object]
Vocabulary ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
The Cartesian Coordinate System of Measurement ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
[object Object],Descartes late sleeping lasted throughout  his life.  He briefly changed his ways when his royal patron wanted him to help her  to learn algebra at 6 am.  While walking back and forth to her castle on cold damp mornings, he caught pneumonia and died. Descartes is called the father of modern philosophy because he was the first to reject theology and apply the scientific method.
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What is it?
Applying the grid to a roadway
In the Field Applying the cartesian coordinate system to a roadway is easy; view the roadsurface as a plane and use a painted marking as the ordinate
Adapting the Cartesian system to curved roadways
Measuring a  curved road in the field Applying the cartesian coordinate system to a curved roadway is handled the same was as on a straight road; view the roadsurface as a plane and use a painted marking as a curved ordinate and measurements are made the same way
What you need to get started Measuring devices -   Measuring wheels are useful tools, but be careful of using small diameter wheels, because of their notorious inaccuracy. Use a large wheel for longer measurements.  Small wheels are fine for short distances.  Multiple tape measures and a good oversized clipboard are recommended as are nomograph templates. Sears sells measuring wheels and tapes.  The templates and clipboard can be purchased from engineering supply stores.
Pictures are worth 1000’s of words Invest in good quality camera equipment and an appropriate bag to carry gear in.  In addition to photo equipment, this bag holds 2 100 foot tapes, two 25 foot tapes, a pocket rod, two 50lb scales, a plumb bob, chalk line, an 8mm camcorder, a digital camera, a panorama camera, a GPS device, an inclinometer, level, compass, light meter, marking chalk, bright orange safety vests, and rain gear.  Like a Boy Scout, a good accident investigator is always prepared.
Playing in Traffic without getting hurt Effective accident scene investigation requires you to actually get in the street and that should only be done with an eye toward safety.  Wear appropriate footwear, high visibility clothing and always maintain a lookout for the flow of traffic.  Ideally, you would work with a partner, but in situations where that’s not practical, you can accomplish much the same thing by scoping out your accident scene first and then making most of your measurements along the shoulder, only venturing out into traffic when necessary.  The photos on the following five pages illustrate how to conduct most of your measurements from the shoulder.
Use a large measuring wheel for the longer measurements. Start measuring from a permanent object, which is not likely to change.  Above, measurements are initiated from an expansion joint
From the expansion joint, measure along the fog line or the EOP to the item you wish to record, such as a skid mark, or a gouge mark.  Above, the item is the start of a skid
Once you’ve found the item you want to record, measuring from the reference point at the origin, use the smaller wheel to take an abcissal measurement out to it.  This would give the start of the skid mark two measurements
With the large wheel, continue with your ordinate measurement to the end of the skid mark.
At the termination of the skid, use the small wheel to make another abcissal measurement out to the termination of the skids.  There will be two measurements for this point also.
[object Object],[object Object],[object Object],[object Object],Vehicular Measurement
Jig Set Up
Measuring using a jig
Measuring into the crush
Measuring the crush
Recording Crush Data When measuring a vehicle, use the undamaged end as the origin and measure toward the damaged end.  In the illustration at left, the front end of the vehicle is used as the reference and the measurements are made toward the rear end.  The length and width of the body are recorded, as are the wheelbase, wheel tracks, overhangs and door frames.
Photographing the damage Engineer’s rule in photo to show scale and bumper/damage height
Additional relevant photographs Measuring impact absorbers from underneath the vehnicle.  It’s easier to photo and measure the impact absorber you’re interested in from the opposite side of the vehicle
Figuring Speeds from Skids & Other “scientific stuff” ,[object Object],[object Object],[object Object],[object Object],Delta V = 30 (d) f Delta V = Change in velocity, d = length of skid marks; f = frictional coefficient
Skid Pad Usage Using a spring/cylinder scale, measure the weight of your skid pad.
Proper skid pad technique Using the same scale, pull the sled laterally and record how much force is required.  Divide this number by the weight of the skid to determine the coefficient of friction.  Be careful NOT to life UP when you drag the sled.  Be sure to drag it laterally, back to you.
Case Study  I – Police Error   (Duhon v Landstar Trucking Co.) ,[object Object],[object Object],[object Object]
Duhon Accident Scene
Trooper’s 1 st  version Trooper’s 1 st   Version
Lineup suggested by evidence Based on physical data, we determined that the alignment was like this at the time of impact.  Coincidentally, the claimant was executing a left hand turn from the right lane to reach a median cut-through because she missed her exit  off - ramp
Gouge Mark missed by Trooper, inside skid mark
Undercarriage Measurements Inspection of the undercarriage of the plaintiff vehicle, show that only ONE undercarriage piece made contact with the asphalt
Trooper’s second theory Trooper’s Second Version
Primary Direction of Force – claimant crush damage
Initial claimant vehicle measurements
Claimant Crush Damage Measurements
Travel of claimant vehicle as suggested by physical evidence
 
 
 
 
Converging yaw marks in grass
 
Mark denoting final resting position in opposing lane.
Deformation of wheel, denoting primary direction of force from the side, rather than the rear
 
Undercarriage damage
Additional Undercarriage damage photo.  This matches up with the width of the gouge mark
Undamaged wheel strut
Damaged wheel strut
White fiberglass rear spoiler
Black Plastic door trim
Impact alignment suggested by evidence
Damage to the front of insured vehicle
Final Resolution ,[object Object]
Case Study  II – A leggy stripper gets her kicks (The Centerfold Lounge)  Using the Cartesian Coordinate System for Premises Liability Investigations ,[object Object],[object Object],[object Object]
Look,but don’t touch ,[object Object],[object Object],[object Object]
 
Case Study III – Horsing around down on the farm (Orthman Manufacturing) Cartesian Coordinate System and Products Liability Investigations ,[object Object],[object Object],[object Object]
7 Disk tiller
7 Disk tiller extended
Marker Arm
 
Accident Scene
Putting it all together, accident modeling
Case Study IV – Deadmen tell no tales (B&N Construction v SAIA)
 
Using damage evidence to determine alignment at impact
 
 
 
 
Case Study V – It’s the little things that count (Goodman v Parker Trucking) ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
The insured tractor was traveling 70 mph or 105 ft per second. (70 * 1.467) Based on the projected travel of both vehicles, a 1/10 th  of a second delay would put the point of impact at the left rear tire, in  a classic T-bone collision.  It would not have been survivable.  A 1/100 th  of a second delay in braking would put the point of impact on the driver’s side door, equally unsurvivable.
Case Study – Keeping it in the family (Coushatta, La. Staged Accident Ring) ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
Night Time Visibility Studies Digital Cameras are excellent for night-time visibility studies.  CCD lenses work like the rods and cones of your eyes.  There’s no guesswork regarding aperture openings and exposure times. In the photo above, the plaintiff said she stepped into a hole in the grassy part of the median and broke her ankle because she couldn’t see that it wasn’t paved. - Use a tripod - Suppress your flash - Resultant photo will show the actual lighting conditions and areas of shadows - Works best when there’s SOME ambient light
 
 
Panoramas and other non-standard photographic techniques Digital images can be stitched together to make Virtual Reality panoramas that you can actually use to “place” the jury at the accident scene without ever leaving the court room.. Digital images can also be stitched together to make long continuous shots and are particularly useful when coupled with overhead photography.
Summary ,[object Object],[object Object],[object Object],[object Object]
Where to Get More Information ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]

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Coordinates And Camera Angles Update

  • 1. Coordinates & Camera Angles ; Don’t take shortcuts with forensics Jay Gallagher
  • 2.
  • 3.
  • 4.
  • 5.
  • 6.
  • 7.
  • 8.
  • 9.
  • 10.
  • 11.
  • 13. Applying the grid to a roadway
  • 14. In the Field Applying the cartesian coordinate system to a roadway is easy; view the roadsurface as a plane and use a painted marking as the ordinate
  • 15. Adapting the Cartesian system to curved roadways
  • 16. Measuring a curved road in the field Applying the cartesian coordinate system to a curved roadway is handled the same was as on a straight road; view the roadsurface as a plane and use a painted marking as a curved ordinate and measurements are made the same way
  • 17. What you need to get started Measuring devices - Measuring wheels are useful tools, but be careful of using small diameter wheels, because of their notorious inaccuracy. Use a large wheel for longer measurements. Small wheels are fine for short distances. Multiple tape measures and a good oversized clipboard are recommended as are nomograph templates. Sears sells measuring wheels and tapes. The templates and clipboard can be purchased from engineering supply stores.
  • 18. Pictures are worth 1000’s of words Invest in good quality camera equipment and an appropriate bag to carry gear in. In addition to photo equipment, this bag holds 2 100 foot tapes, two 25 foot tapes, a pocket rod, two 50lb scales, a plumb bob, chalk line, an 8mm camcorder, a digital camera, a panorama camera, a GPS device, an inclinometer, level, compass, light meter, marking chalk, bright orange safety vests, and rain gear. Like a Boy Scout, a good accident investigator is always prepared.
  • 19. Playing in Traffic without getting hurt Effective accident scene investigation requires you to actually get in the street and that should only be done with an eye toward safety. Wear appropriate footwear, high visibility clothing and always maintain a lookout for the flow of traffic. Ideally, you would work with a partner, but in situations where that’s not practical, you can accomplish much the same thing by scoping out your accident scene first and then making most of your measurements along the shoulder, only venturing out into traffic when necessary. The photos on the following five pages illustrate how to conduct most of your measurements from the shoulder.
  • 20. Use a large measuring wheel for the longer measurements. Start measuring from a permanent object, which is not likely to change. Above, measurements are initiated from an expansion joint
  • 21. From the expansion joint, measure along the fog line or the EOP to the item you wish to record, such as a skid mark, or a gouge mark. Above, the item is the start of a skid
  • 22. Once you’ve found the item you want to record, measuring from the reference point at the origin, use the smaller wheel to take an abcissal measurement out to it. This would give the start of the skid mark two measurements
  • 23. With the large wheel, continue with your ordinate measurement to the end of the skid mark.
  • 24. At the termination of the skid, use the small wheel to make another abcissal measurement out to the termination of the skids. There will be two measurements for this point also.
  • 25.
  • 30. Recording Crush Data When measuring a vehicle, use the undamaged end as the origin and measure toward the damaged end. In the illustration at left, the front end of the vehicle is used as the reference and the measurements are made toward the rear end. The length and width of the body are recorded, as are the wheelbase, wheel tracks, overhangs and door frames.
  • 31. Photographing the damage Engineer’s rule in photo to show scale and bumper/damage height
  • 32. Additional relevant photographs Measuring impact absorbers from underneath the vehnicle. It’s easier to photo and measure the impact absorber you’re interested in from the opposite side of the vehicle
  • 33.
  • 34. Skid Pad Usage Using a spring/cylinder scale, measure the weight of your skid pad.
  • 35. Proper skid pad technique Using the same scale, pull the sled laterally and record how much force is required. Divide this number by the weight of the skid to determine the coefficient of friction. Be careful NOT to life UP when you drag the sled. Be sure to drag it laterally, back to you.
  • 36.
  • 38. Trooper’s 1 st version Trooper’s 1 st Version
  • 39. Lineup suggested by evidence Based on physical data, we determined that the alignment was like this at the time of impact. Coincidentally, the claimant was executing a left hand turn from the right lane to reach a median cut-through because she missed her exit off - ramp
  • 40. Gouge Mark missed by Trooper, inside skid mark
  • 41. Undercarriage Measurements Inspection of the undercarriage of the plaintiff vehicle, show that only ONE undercarriage piece made contact with the asphalt
  • 42. Trooper’s second theory Trooper’s Second Version
  • 43. Primary Direction of Force – claimant crush damage
  • 44. Initial claimant vehicle measurements
  • 45. Claimant Crush Damage Measurements
  • 46. Travel of claimant vehicle as suggested by physical evidence
  • 47.  
  • 48.  
  • 49.  
  • 50.  
  • 52.  
  • 53. Mark denoting final resting position in opposing lane.
  • 54. Deformation of wheel, denoting primary direction of force from the side, rather than the rear
  • 55.  
  • 57. Additional Undercarriage damage photo. This matches up with the width of the gouge mark
  • 63. Damage to the front of insured vehicle
  • 64.
  • 65.
  • 66.
  • 67.  
  • 68.
  • 70. 7 Disk tiller extended
  • 72.  
  • 74. Putting it all together, accident modeling
  • 75. Case Study IV – Deadmen tell no tales (B&N Construction v SAIA)
  • 76.  
  • 77. Using damage evidence to determine alignment at impact
  • 78.  
  • 79.  
  • 80.  
  • 81.  
  • 82.
  • 83. The insured tractor was traveling 70 mph or 105 ft per second. (70 * 1.467) Based on the projected travel of both vehicles, a 1/10 th of a second delay would put the point of impact at the left rear tire, in a classic T-bone collision. It would not have been survivable. A 1/100 th of a second delay in braking would put the point of impact on the driver’s side door, equally unsurvivable.
  • 84.
  • 85. Night Time Visibility Studies Digital Cameras are excellent for night-time visibility studies. CCD lenses work like the rods and cones of your eyes. There’s no guesswork regarding aperture openings and exposure times. In the photo above, the plaintiff said she stepped into a hole in the grassy part of the median and broke her ankle because she couldn’t see that it wasn’t paved. - Use a tripod - Suppress your flash - Resultant photo will show the actual lighting conditions and areas of shadows - Works best when there’s SOME ambient light
  • 86.  
  • 87.  
  • 88. Panoramas and other non-standard photographic techniques Digital images can be stitched together to make Virtual Reality panoramas that you can actually use to “place” the jury at the accident scene without ever leaving the court room.. Digital images can also be stitched together to make long continuous shots and are particularly useful when coupled with overhead photography.
  • 89.
  • 90.