Questions about the amount of force needed to propel 50 pounds 20 feet

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In summary, Without more details and variables, it is impossible to determine the speed of the impacting vehicle in this scenario. Factors such as the shape of the car and the dog, elasticity, and air resistance all play a role in calculating velocity. The only clue would be the length of the skid marks, but without any, it is difficult to estimate. It may be helpful to look for CCTV footage of the accident for more information.
  • #1
Jhp45
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Ok,
Admittedly, I'm not a physics guy and the question I have is probably pretty simple. However, I don't know the answer and need some expert assistance. Long story short is that my dog was struck by a vehicle last night and I believe the person was traveling well above the posted speed limit. He'll fine and the lady did stop to say she was sorry.

Question: What is the formula for determining the speed of the impacting vehicle?
Any information, as 'dumbed down' (laymans terms) as you can make it, would be VERY helpful for me.

The dog is roughly 24 inches high at the shoulder and roughly 50 pounds and was in motion at the time of being struck. The drag/skid marks from the DOG (not the car- ABS breaks and all) is roughly 20 feet or 7 long strides for me. There's also a positive (uphill) slope involved, but very minimal.

Thank you...

Mike
 
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  • #2
Without details about the physics of the dog (elasticity, friction on the ground and details about the braking process) or tests (...), you won't get a number for the velocity.
 
  • #3
how can one determine the physics of the dog relative to this equation? what factors would need to be used? Braking process would assume a hard stop given there are no skid marks but roughly 40 feet from impact.
 
  • #4
Welcome to PF!

As mfb said, there aren't enough details. To calculate the velocity in a simple example you would need to know the friction with the ground, the weight of her car, etc.
 
  • #5
Thanks, Mark M... And mfb... That's why I was hoping someone might have a formula so I can "plug in the numbers" once obtained.
 
  • #6
Jhp45 said:
Thanks, Mark M... And mfb... That's why I was hoping someone might have a formula so I can "plug in the numbers" once obtained.

Without knowing a lot more about the variables involved anything said here will be guesswork, as even the difference that would be made if the dog was thrown through the air at angle x or angle y could be massive.
 
  • #7
Understood... But all that can be determined based on a reconstruction of the event itself. Angle would be determined by the height of the cars nose at impact versus the height of the dog and where on the dog the impact occured... Slope of the nose would also be a factor... but, the underlying question still remains, doesn't it? (Forgive my less than mathmatical mind) Is there a formula that says speed of impacting vehicle = angle of subject at impact relative to distance in air and sliding on the ground... I'm sure there are multiple steps needed in factoring a 'realtively close' answer given that this can't be 100% recreated in a test environment. Make sense or do I sound like I'm grasping at straws?
 
  • #8
You can run a 3-dimensional (or maybe 2-dimensional) reconstruction, but in this case you need all those missing variables: Shape of the car and the dog, the way the dog (and, to a lesser extent, the car) are elastic and so on.

A flight itself is quite easy to calculate: With the horizontal velocity vx and the vertical velocity vy, neglecting air resistance, the finite size of the dog and the height difference between car impact and the impact on the street,
the flight distance is [itex]v_x v_y\frac{2}{g}[/itex].
 
  • #9
The only clue about the speed of the car would be the length of skid marks. If there are none then it is likely that either the car wasn't going very fast or the driver was so dozy that they didn't react as normal.

This sort of question is very common on PF and the questioner is never given a satisfactory answer, I'm afraid. Perhaps you could look for CCTV coverage of the accident. In all the police series on TV, there seem to be CCTV sequences of everything, from local shops and police cameras.
 

FAQ: Questions about the amount of force needed to propel 50 pounds 20 feet

1. How much force is needed to propel 50 pounds 20 feet?

The amount of force needed to propel an object depends on a variety of factors such as the weight of the object, the distance it needs to be propelled, and the friction and resistance it will encounter. In this case, it is not possible to determine the exact amount of force needed without more information.

2. Can you provide a formula for calculating the force needed?

There are various formulas that can be used to calculate the force needed to propel an object, such as Newton's Second Law of Motion (F = ma) or Work-Energy Theorem (F = d(mv^2)/2d). However, these formulas require more information such as acceleration or velocity, which is not provided in this question.

3. Does the surface or terrain affect the amount of force needed to propel an object?

Yes, the surface or terrain can greatly impact the amount of force needed to propel an object. For example, a smooth and flat surface will require less force compared to a rough and uneven surface due to the difference in friction and resistance.

4. Is there a difference in the force needed to propel an object horizontally or vertically?

Yes, there is a difference in the force needed to propel an object horizontally or vertically. When an object is propelled horizontally, it only needs to overcome the force of friction and resistance on the surface. However, when an object is propelled vertically, it also needs to overcome the force of gravity which requires more force.

5. Can the force needed to propel an object change during its trajectory?

Yes, the force needed to propel an object can change during its trajectory. As an object is propelled and moves through the air, it will encounter air resistance which can decrease its velocity and require more force to maintain its momentum. Additionally, if the object encounters a change in surface or terrain, the force needed to propel it may also change.

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