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#1
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Do the math on this?
A local newspaper article (no link online, unfortunately) states a 21 year
old man was driving a pickup truck at unspecified unsafe speed. He lost control in a corner. The pickup slid sideways for ******* 500 ******* feet. After that, it left the roadway and hit a tree (what size, who knows), and that the tree was sheared off by the impact. Idiot was killed, obviously. But I'm wondering how fast was this idiot going before he lost control? Road conditions in the area were DRY at the time. Unfortunately, there is no information on type of pickup or what type of tires, condition, etc. Let's say Ford F150 with OEM tires in decent shape, how fast would that have to go to slide sideways for 500 feet and still have enough kinetic energy to fly through the air a bit and shear off a small tree on impact????? Then again, would an F150 even be able to go that fast in the first place? (I doubt it) -Dave |
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#2
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Do the math on this?
Mike T. wrote: > A local newspaper article (no link online, unfortunately) states a 21 year > old man was driving a pickup truck at unspecified unsafe speed. He lost > control in a corner. The pickup slid sideways for ******* 500 ******* feet. > After that, it left the roadway and hit a tree (what size, who knows), and > that the tree was sheared off by the impact. Idiot was killed, obviously. > > But I'm wondering how fast was this idiot going before he lost control? > Road conditions in the area were DRY at the time. Unfortunately, there is > no information on type of pickup or what type of tires, condition, etc. > Let's say Ford F150 with OEM tires in decent shape, how fast would that have > to go to slide sideways for 500 feet and still have enough kinetic energy to > fly through the air a bit and shear off a small tree on impact????? > > Then again, would an F150 even be able to go that fast in the first place? > (I doubt it) -Dave Without knowing if the truck rolled over (it HAD to have, wouldn't it?) it would be hard to calculate. Then again, if I could calculate it in the first place, I'd probably be an accident investigator! |
#3
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Do the math on this?
>> A local newspaper article (no link online, unfortunately) states a 21
>> year >> old man was driving a pickup truck at unspecified unsafe speed. He lost >> control in a corner. The pickup slid sideways for ******* 500 ******* >> feet. >> After that, it left the roadway and hit a tree (what size, who knows), >> and >> that the tree was sheared off by the impact. Idiot was killed, >> obviously. >> >> But I'm wondering how fast was this idiot going before he lost control? >> Road conditions in the area were DRY at the time. Unfortunately, there >> is >> no information on type of pickup or what type of tires, condition, etc. >> Let's say Ford F150 with OEM tires in decent shape, how fast would that >> have >> to go to slide sideways for 500 feet and still have enough kinetic energy >> to >> fly through the air a bit and shear off a small tree on impact????? >> >> Then again, would an F150 even be able to go that fast in the first >> place? >> (I doubt it) -Dave > > Without knowing if the truck rolled over (it HAD to have, wouldn't it?) > it would be hard to calculate. > > Then again, if I could calculate it in the first place, I'd probably be > an accident investigator! > Well, let's change this around a bit. Let's say Ford F150 with bald tires on dry road, all four wheels lock. How fast do you have to be going to slide 500 feet before you stop? That should be a pretty good estimate of how fast the truck was travelling before it went sideways. I'm guessing sideways it wouldn't have quite as much traction. Therefore, if it was sliding sideways at the same starting speed, it might have enough energy left to leave the road and shear off a tree. Don't know if it would roll over though. It wasn't an SUV, it said pickup. Those are top heavy, but not quite as much so. -Dave |
#4
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Do the math on this?
Mike T. wrote:
> A local newspaper article (no link online, unfortunately) states a 21 year > old man was driving a pickup truck at unspecified unsafe speed. He lost > control in a corner. The pickup slid sideways for ******* 500 ******* feet. > After that, it left the roadway and hit a tree (what size, who knows), and > that the tree was sheared off by the impact. Idiot was killed, obviously. > > But I'm wondering how fast was this idiot going before he lost control? > Road conditions in the area were DRY at the time. Unfortunately, there is > no information on type of pickup or what type of tires, condition, etc. > Let's say Ford F150 with OEM tires in decent shape, how fast would that have > to go to slide sideways for 500 feet and still have enough kinetic energy to > fly through the air a bit and shear off a small tree on impact????? > > Then again, would an F150 even be able to go that fast in the first place? > (I doubt it) -Dave ----- WOW!!! Sounds remarkable, don't it? According to a chart from Edmunds at Autotrader.com... about 90 mph ought to cover it. Some people ought to think about that before citing 85 mph as a "perfectly safe" velocity. http://tinyurl.com/czzqd ----- - gpsman |
#5
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Do the math on this?
"gpsman" > wrote in message oups.com... > Mike T. wrote: >> A local newspaper article (no link online, unfortunately) states a 21 >> year >> old man was driving a pickup truck at unspecified unsafe speed. He lost >> control in a corner. The pickup slid sideways for ******* 500 ******* >> feet. >> After that, it left the roadway and hit a tree (what size, who knows), >> and >> that the tree was sheared off by the impact. Idiot was killed, >> obviously. >> >> But I'm wondering how fast was this idiot going before he lost control? >> Road conditions in the area were DRY at the time. Unfortunately, there >> is >> no information on type of pickup or what type of tires, condition, etc. >> Let's say Ford F150 with OEM tires in decent shape, how fast would that >> have >> to go to slide sideways for 500 feet and still have enough kinetic energy >> to >> fly through the air a bit and shear off a small tree on impact????? >> >> Then again, would an F150 even be able to go that fast in the first >> place? >> (I doubt it) -Dave > ----- > WOW!!! Sounds remarkable, don't it? > > According to a chart from Edmunds at Autotrader.com... about 90 mph > ought to cover it. Some people ought to think about that before citing > 85 mph as a "perfectly safe" velocity. > > http://tinyurl.com/czzqd > ----- Interesting information, but it's not applicable to the situation I posted about. The article stated that the pickup slid more than 500 feet. So the ~2 seconds reaction time had already elapsed, if the driver "reacted" at all before the slide started. Assuming that a vehicle sliding sideways would stop exactly as fast as a vehicle stopping in a straight line, that would mean that the vehicle in question was going considerably faster than 90MPH, to increase his total stopping time by about 2 seconds beyond the time it MIGHT have taken the driver to stop from 90MPH. PLUS, the vehicle wasn't anywhere near a complete stop after 500 feet. It still had enough energy to leave the road and shear off a tree of unknown size. My best guess after careful consideration is that the pickup MUST have been travelling well in excess of 140MPH before it started sliding sideways. WTF kind of pickup was that . . . a Tundra V8 2WD, possibly??? -Dave |
#6
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Do the math on this?
In article ws.net>,
"Mike T." > wrote: > "gpsman" > wrote in message > oups.com... > > Mike T. wrote: > >> A local newspaper article (no link online, unfortunately) states a 21 > >> year > >> old man was driving a pickup truck at unspecified unsafe speed. He lost > >> control in a corner. The pickup slid sideways for ******* 500 ******* > >> feet. > >> After that, it left the roadway and hit a tree (what size, who knows), > >> and > >> that the tree was sheared off by the impact. Idiot was killed, > >> obviously. > >> > >> But I'm wondering how fast was this idiot going before he lost control? > >> Road conditions in the area were DRY at the time. Unfortunately, there > >> is > >> no information on type of pickup or what type of tires, condition, etc. > >> Let's say Ford F150 with OEM tires in decent shape, how fast would that > >> have > >> to go to slide sideways for 500 feet and still have enough kinetic energy > >> to > >> fly through the air a bit and shear off a small tree on impact????? > >> > >> Then again, would an F150 even be able to go that fast in the first > >> place? > >> (I doubt it) -Dave > > ----- > > WOW!!! Sounds remarkable, don't it? > > > > According to a chart from Edmunds at Autotrader.com... about 90 mph > > ought to cover it. Some people ought to think about that before citing > > 85 mph as a "perfectly safe" velocity. > > > > http://tinyurl.com/czzqd > > ----- > > Interesting information, but it's not applicable to the situation I posted > about. The article stated that the pickup slid more than 500 feet. So the > ~2 seconds reaction time had already elapsed, if the driver "reacted" at all > before the slide started. Assuming that a vehicle sliding sideways would > stop exactly as fast as a vehicle stopping in a straight line, that would > mean that the vehicle in question was going considerably faster than 90MPH, > to increase his total stopping time by about 2 seconds beyond the time it > MIGHT have taken the driver to stop from 90MPH. > > PLUS, the vehicle wasn't anywhere near a complete stop after 500 feet. It > still had enough energy to leave the road and shear off a tree of unknown > size. > > My best guess after careful consideration is that the pickup MUST have been > travelling well in excess of 140MPH before it started sliding sideways. WTF > kind of pickup was that . . . a Tundra V8 2WD, possibly??? -Dave I can ballpark it for you. If we assume 1 g deceleration -- a very generous estimate: a = 32 ft/s^2 d = 500 v = ? Using the forumla v(final)^2 = v(initial)^2 + 2ad, and remembering the final velocity in this case is 0. 0 = v^2 + 2 *(32) * 500 v = (32000)^(1/2) = 179 mph. So if deceleration equalled 1 g, the truck would have had to be going 179 mph to slide for 500 feet. Even at 0.75 g, the truck would still have had to be going 155 mph. -- Alan Baker Vancouver, British Columbia "If you raise the ceiling 4 feet, move the fireplace from that wall to that wall, you'll still only get the full stereophonic effect if you sit in the bottom of that cupboard." |
#7
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Do the math on this?
>> My best guess after careful consideration is that the pickup MUST have
>> been >> travelling well in excess of 140MPH before it started sliding sideways. >> WTF >> kind of pickup was that . . . a Tundra V8 2WD, possibly??? -Dave > > I can ballpark it for you. > > If we assume 1 g deceleration -- a very generous estimate: > > a = 32 ft/s^2 > > d = 500 > > v = ? > > > Using the forumla v(final)^2 = v(initial)^2 + 2ad, and remembering the > final velocity in this case is 0. > > 0 = v^2 + 2 *(32) * 500 > > v = (32000)^(1/2) = 179 mph. > > So if deceleration equalled 1 g, the truck would have had to be going > 179 mph to slide for 500 feet. Even at 0.75 g, the truck would still > have had to be going 155 mph. > > -- > Alan Baker > Vancouver, British Columbia Wow. I guess for a change this really was unsafe speed. 155MPH estimated, and that doesn't take into account that it still left the road and sheared off a tree!!! Holy sh^%, maybe closer to 200MPH. What kind of pickup was this? What is the fastest production pickup truck sold today in the U.S.? Any capable of speeds well in excess of 150MPH? -Dave |
#8
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Do the math on this?
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#9
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Do the math on this?
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#10
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Do the math on this?
In article >,
Alex Rodriguez > wrote: > >140 in a full size pickup would require a substantial amount of horsepower. Most pickups are governed to 99-110 miles per hour. If the truck was fishtailing for part of the distance it could leave skid marks without slowing down much. -- John Carr ) |
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