Dirtbike Trajectory: Designing a 200ft Jump Landing

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Discussion Overview

The discussion revolves around designing a landing for a 200-foot dirtbike jump, focusing on the necessary launch angle and the complexities involved in calculating the trajectory. Participants explore the challenges of aerodynamic drag and the mathematical modeling required for such extreme jumps.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant expresses concern about the drag involved in achieving the necessary speed for a 200-foot jump and seeks assistance with calculations.
  • Another participant highlights the dangers associated with extreme jumps, referencing accidents and the need for expert knowledge in jump physics.
  • A third participant humorously suggests an extreme and dangerous method involving a rocket to achieve flight, referencing a historical incident for context.
  • A later reply emphasizes the complexity of the calculations due to multiple variables, such as aerodynamic drag and suspension, and suggests that data from progressively longer jumps is essential for creating a reliable mathematical model.
  • There is a mention that successful long jumpers typically know the required speed before attempting jumps, indicating a reliance on established data and models.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the best approach to calculate the jump trajectory. There are multiple competing views regarding the feasibility and safety of the jump, as well as the complexity of the required calculations.

Contextual Notes

The discussion reveals limitations in the available data and the need for specific models tailored to particular motorcycles. The complexity of the mathematics involved is acknowledged, with no clear resolution on how to proceed with the design.

Who May Find This Useful

Individuals interested in extreme sports, motocross engineering, or those involved in designing jumps and ramps may find this discussion relevant.

Nickbrits
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Hi everyone,

Im new on here, joined in the hopes that someone might be able to assist. Myself and a friend have created a freestyle motocross park, with all kinds of huge jumps. We have just been approached by the owner of an earthmoving company who is going to sponsor us the earthmoving equipment for a 200 foot jump landing. It is now up to me to come up with a design for our landing, so that the sponsor can come and create it for us. For this I need to work out what kind of "launch" angle we will need on the ramp, to put it at the correct distance. I have used the basic trajectory formula to build jumps before, but nothing over 65 foot. I am worried that the drag involved with the speed required to clear 200ft is going to mess with my calculations, can anyone help?

Thanks!
 
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A 200 foot jump falls into extreme dare devil territory, and those guys have a lot of accidents, in spite of teams of "experts" that know jump physics and do a lot of experiments at shorter distances to gather enough information for progressively longer jumps.
 
Once againk, Jeff hit the nail on the head...i suggest you look up Darwin Award and save yerself a lot of traction and hospital time experimenting to get it right..option 2 is to add a rocket to the peddler and hang on..


Ranger Mike said:
ifin you got ennuf juice,,you can make her fly!
see 1995 Darwin Award: JATO Rocket

Named in honor of Charles Darwin, the father of evolution, the Darwin Awards commemorate those who improve our gene pool by removing themselves from it.


clown attached war surplus rocket (JATO - Jet Assist Take Off is rocket attached to C130 airplane to help it take off from short run way) to his car and achieved flight ..fir a while..see DarwinAward. com

The facts, as best as could be determined, are as follows:

The operator was driving a 1967 Chevy Impala. He ignited the JATO unit approximately 3.9 miles from the crash site. This was established by the location of a prominently scorched and melted strip of asphalt. The vehicle quickly reached a speed of between 250 and 300 mph and continued at that speed, under full power, for an additional 20-25 seconds. The soon-to-be pilot experienced G-forces usually reserved for dog-fighting F-14 jocks under full afterburners.

The Chevy remained on the straight highway for approximately 2.6 miles (15-20 seconds) before the driver applied the brakes, completely melting them, blowing the tires, and leaving thick rubber marks on the road surface. The vehicle then became airborne for an additional 1.3 miles, impacted the cliff face at a height of 125 feet, and left a blackened crater 3 feet deep in the rock.
 
Thank you for the reply, but I do not really appreciate the fact that you assume I am some kind of idiot that just go into dangerous activities blindly. I am an engineer as you probably are, my approach to this is a very professional one, as with everything I do. Unlike you I do not only have a brain and use it, but I also have a lot of skill when it comes to jumping dirtbikes, so unless you have anything positive to contribute to my original question please keep snide remarks to yourself.

So I take it no one can help me on this then?
 
Nickbrits said:
So I take it no one can help me on this then?
From what I've read, there are too many variables (aerodynamic drag, suspension, ...) and the math is too complex for a simple equation. From what I've read, data is collected from progressively longer jumps to create a mathematic model. I assume the model is specific to a particular motorcycle. The guys doing these jumps know the required speed for the longer jumps before attempting them. Seems like there are fewer incidents now, so maybe the mathematical models are better. You'll probably have to correspond with one of these long jumper teams to see if you can get data and/or the mathematical model, or duplicate what they do with progressively longer jumps and model the data yourself. From what I recall, most of these longer jumps are done around 90mph or so to reduce the air time (less chance for the bike to pitch into a bad attitude for landing).
 

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