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kallend

Saturday quiz

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Alex and Bill go for a balloon jump. They decide to do separate solo head down jumps. They are both good freeflyers and won't track or backslide inadvertantly. They have the same fallrate.

The winds are OK on the ground, but at all altitudes above 4000ft are around 20kt. In fact, they are the same strength all the way up to 13,000ft where they will exit.

They decide they need 400ft separation at opening for safety.

The balloon takes them to 13k, and the pilot's GPS readout shows a groundspeed of 50 ft per second (just over 20kt). They calculate that a 8 second delay will give the required 400ft of separation (8 x 50 = 400).

Alex jumps. Bill accurately counts off 8 seconds and jumps. After 10 seconds Alex's round reserve prematurely deploys. Bill is looking at the horizon in the opposite direction and doesn't see this.

By what horizontal distance will Bill miss Alex?
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The only sure way to survive a canopy collision is not to have one.

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In the static environment I'd guess 300 Ft. You really can't figure it out perfectly because you didn't give the descent rate of the round reserve. ;) Although....would a round canopy and a free falling skydiver have the same drift rate over a given distance? My guess would be yes but I'm mathmatically challenged.

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Actually, I'm having a problem seeing any separation. Sure, they may be separated by ground distance, but it would seem that, in the air, he'd be directly below the whole time, since the balloon has no relative wind due to its assumedly zero airspeed.

Thus, balloon hrizontal airspeed is zero. Alex's horizontal airspeed is zero. Bill's horizontal airspeed is zero. They all have the same groundspeed.

I think they'll hit each other. Then again, I've never jumped a balloon, and I'm lousy at math. I just think that zeroes don't provide much separation.

I could be wrong.


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What is the frictional coefficient for the balloon? ( it's ground speed is probably not 20MPH)

What is the frictional coef. for the skydivers? ( that would determine how fast they would decelerate after leaving the balloon)

And again, what is the frictional coef. for the round? (once open it 's ground speed would accelerate)

Not enough information to answer the question:)
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Oh yeah.....totally forgot about the balloon. Yep.....ZERO seems to be the correct answer. In a vacumn of course. The "normal" procedure I've always seen on balloon jumps is to wait until deployment before the next group exits.



Balloons don't fly too well in a vacuum, nor is there much wind.;)
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The only sure way to survive a canopy collision is not to have one.

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What is the frictional coefficient for the balloon? ( it's ground speed is probably not 20MPH)

What is the frictional coef. for the skydivers? ( that would determine how fast they would decelerate after leaving the balloon)

And again, what is the frictional coef. for the round? (once open it 's ground speed would accelerate)

Not enough information to answer the question:)



Friction with what?
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The only sure way to survive a canopy collision is not to have one.

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Alex, Bill and the balloon are all still in the same column of air. Bill hits Alexes round and Bill. They both die.

Keith

''Always do sober what you said you would do drunk. That will teach you to keep your mouth shut.'' - Ernest Hemingway

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400 ft

edit: Wait I have thought about this and I have to change my answer to like 3 feet. If the reserve canopy descends at all it will be a very close call.
The primary purpose of the Armed Forces is to prepare for and to prevail in combat should the need arise.

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The air.

Any object moving through a fluid is going to have a resistance to motion. IE drag. (Proportional to velocity squared)



Is the balloon moving through the air? If so, what is its source of thrust?
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The only sure way to survive a canopy collision is not to have one.

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The balloon takes them to 13k



Balloon rides to 13K!!! :oB|

Oooh, I want that...wait, was there a question somewhere? I'm sorry, I read balloon to full altitude and all forward thought just stopped! :P
Take me, I am the drug; take me, I am hallucinogenic.
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The balloon takes them to 13k



Balloon rides to 13K!!! :oB|

Oooh, I want that...wait, was there a question somewhere? I'm sorry, I read balloon to full altitude and all forward thought just stopped! :P



Highest ever jump was from a balloon - what's the big deal?
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The only sure way to survive a canopy collision is not to have one.

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The balloon takes them to 13k



Balloon rides to 13K!!! :oB|

Oooh, I want that...wait, was there a question somewhere? I'm sorry, I read balloon to full altitude and all forward thought just stopped! :P



Highest ever jump was from a balloon - what's the big deal?



What was the altitude?

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Hmmmm...assuming the round canopy will travel at 50 ft per sec. that will only give Bill 2 sec of seperation...100ft.

Does the 1st correct answer win anything?;)



Bragging rights, but someone else has them already.
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The only sure way to survive a canopy collision is not to have one.

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