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Mathematical madness

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warped one This post is not being displayed because the poster is banned. Unhide this post / all posts.

Skudd
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PostPosted: 17:04 - 26 Nov 2009    Post subject: Reply with quote

You would need any 50cc ragnut, a red power band, a four foot plank and three bricks to put it on. The run up would be about 25m in which time the ragnut will reach the optimum speed required. Jobs a good un. Thumbs Up
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ms51ves3
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PostPosted: 17:04 - 26 Nov 2009    Post subject: Reply with quote

45° at 17,500 mph

No idea, just thought I'd guess.
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carvell
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PostPosted: 17:11 - 26 Nov 2009    Post subject: Reply with quote

Pretty easy to work out...

The Angle would need to be 90 degrees (i.e. vertical) and the speed would need to be at least 17,500mph.

Just look at what a space rocket does, you'd have to do that.
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Billing
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PostPosted: 17:18 - 26 Nov 2009    Post subject: Reply with quote

according to several sources space is generally accepted as being 690km from the earths surface, on that basis I'd say it's impossible to launch a motorbike into space using a ramp Thumbs Up

would be interesting to find the theoretical answer though Thumbs Up
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silky666
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PostPosted: 17:24 - 26 Nov 2009    Post subject: Re: Mathematical madness Reply with quote

the warped one wrote:
Bit of a puzzel for you lot.

What angle and how fast would you have to go to get a bike off a ramp and into space?

Run up to that speed would be ace too.

Warped

First of all, you spell puzzel 'Puzzle' ... get your head around pre-school spelling and then move onto the fundamentals of space travel ... just a suggestion.

The first hurdle you need to overcome is escaping the Earths gravity.
To do this you need to reach a speed of approx: Mach 24 (or 16,000 mph) ... this is no easy task and the very reason that visionaries such as NASA use the 'straight up approach', and fly vertically to escape the pull of the earth as quickly as possible.
Therefore I would suggest your ramp looks like this:

https://imgs.inkfrog.com/pix/mideatoys/Vert_RampA.jpg
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silky666
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PostPosted: 17:27 - 26 Nov 2009    Post subject: Reply with quote

I forgot to add ... that I am willing to help you ... and have the woodwork skills to build a ramp.
I am also quite handy with a 2 stroke.
Only caveat is that I will need to be called Captain Silky ... and I want a white jump suit (tight around the crotch please).
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warped one This post is not being displayed because the poster is banned. Unhide this post / all posts.

Billing
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PostPosted: 17:34 - 26 Nov 2009    Post subject: Reply with quote

if you just wanted to make a ramp to space, I think i found the answer.

690km = 6900m

3.3ft = 1m

6900 X 3.3 = 22770in

if the height of the ramp is 22770in, and the angle is 45 degrees, the ramp will be 2683.2ft long Thumbs Up

ill be damned if i can get you a speed though, but if a 90 degree ramp requires you to be doing mach 24, mach 12 should suffice Razz
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Last edited by Billing on 17:38 - 26 Nov 2009; edited 2 times in total
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The Artist
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PostPosted: 17:36 - 26 Nov 2009    Post subject: Reply with quote

over 9000mph at over 9000 degrees out of over 9000 pieces of wood
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virus
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PostPosted: 17:37 - 26 Nov 2009    Post subject: Reply with quote

I think if you go up that hill with 3 drops in at 132mph you'll probably make it. Laughing


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Hetzer
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PostPosted: 17:38 - 26 Nov 2009    Post subject: Reply with quote

the warped one wrote:
So we have:

Ramp angle - 90 deg
Speed - Mach 24??? Would this be with the slowing down factor put in place?



No, it wouldn't, which is why it wouldn't work if the initial/max velocity was Mach 24. That's why rockets keep spewing out thrust all the way into space. For a bike to do it it would have to leave the ramp with a bazillion MPH on the clock.
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ms51ves3
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PostPosted: 17:40 - 26 Nov 2009    Post subject: Reply with quote

Hetzer wrote:
For a bike to do it it would have to leave the ramp with a bazillion MPH on the clock.


What's that in real speed? About a trillion?
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Hetzer
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PostPosted: 17:46 - 26 Nov 2009    Post subject: Reply with quote

ms51ves3 wrote:
Hetzer wrote:
For a bike to do it it would have to leave the ramp with a bazillion MPH on the clock.


What's that in real speed? About a trillion?


Give or take a few million.
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Billing
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PostPosted: 17:47 - 26 Nov 2009    Post subject: Reply with quote

ms51ves3 wrote:
Hetzer wrote:
For a bike to do it it would have to leave the ramp with a bazillion MPH on the clock.


What's that in real speed? About a trillion?


Don't be silly, you know clocks over read by a little, depending if he has a big bore kit, it could be as much as 56 real mph Wink
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Alexio
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PostPosted: 17:57 - 26 Nov 2009    Post subject: Reply with quote

I honestly set out to get some real facts and figures to try and by genuinely helpful. Unfortunately the first link I hit in my research was this:

https://wiki.answers.com/Q/What_kind_of_force_is_needed_to_launch_rocket_ships

After that I kind of gave up. All I shall leave you with is a ridiculous fact I found on Wikipedia:

Quote:
Two solid rocket boosters (SRBs) each provide 12.5 million newtons (2.8 million lbf) of thrust at liftoff,[11] which is 83% of the total thrust needed for liftoff. The SRBs are jettisoned two minutes after launch at a height of about 45.7 kilometers (150,000 ft)

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The Shaggy D.A.
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PostPosted: 18:04 - 26 Nov 2009    Post subject: Reply with quote

Space starts about 60 miles up. If you've got a ramp at about a 30 degree angle, about 120 miles long, a CG125 would make it in a couple of hours, assuming you carried compressed air with you.

Dunno why NASA bother with all this "Space Shuttle" nonsense. A pizza delivery C90 could take stuff up for the International Space Station. Pizza would be cold by the time it got there though. And it's a bugger having to go back because they ordered the garlic bread with cheese, and you only brought plain garlic bread.
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The Shaggy D.A.
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PostPosted: 18:11 - 26 Nov 2009    Post subject: Reply with quote

Actually, that's a silly idea.

A 30 degree angle is roughly a 1 in 3 hill, and a CG125 couldn't do 60 up one of those.

Make it a 240 mile ramp, and it's then more like a 1 in 6, and aim for 5 hours, including a pee stop.
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Currently : Royal Enfield 350 Meteor
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silky666
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PostPosted: 18:13 - 26 Nov 2009    Post subject: Reply with quote

Dont forget that the combustion engine will need oxygen to continue running as it powers its way to the mach 24 needed to escape earths gravity.
Given that this gets pretty thin the nearer you get to space ... I would also suggest strapping a load of these to the rear seat. Thumbs Up

https://www.ozoneservices.com/products/OLO/images/tank/01-b.jpg



Come on guys .. we can do this.
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There's nothing that shouts "Poor Workmanship" more than wrinkles in the Gaffa tape.

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Last edited by silky666 on 19:05 - 26 Nov 2009; edited 1 time in total
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Ste
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PostPosted: 18:20 - 26 Nov 2009    Post subject: Reply with quote

silky666 wrote:
Dont forget that the combustion engine will need oxygen to continue running as it powers its way to the mach 24 needed to escape earths gravity.

"The Space Shuttle's large External Tank is loaded with more than 500,000 gallons of super-cold liquid oxygen and liquid hydrogen"
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The Shaggy D.A.
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PostPosted: 18:28 - 26 Nov 2009    Post subject: Reply with quote

silky666 wrote:
Dont forget that the combustion engine will need oxygen to continue running as it powers its way to the mach 24 needed to escape earths gravity.
Given that this gets pretty thin the nearer you get to space ... I would also suggest strapping a load of these to the rear seat. Thumbs Up


On the plus side, after 11 miles up, you wouldn't need your waterproofs and you could stop crouching down on the tank, although you'd probably want to turn your heated grips on.
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Chances are quite high you are not in my Monkeysphere, and I don't care about you. Don't take it personally.
Currently : Royal Enfield 350 Meteor
Previously : CB100N > CB250RS > XJ900F > GT550 > GPZ750R/1000RX > AJS M16 > R100RT > Bullet 500 > CB500 > LS650P > Bullet Electra X & YBR125 > Bullet 350 "Superstar" & YBR125 Custom > Royal Enfield Classic 500 Despatch Limited Edition (28 of 200) & CB Two-Fifty Nighthawk > ER5
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Damon
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PostPosted: 19:00 - 26 Nov 2009    Post subject: Reply with quote

All you would need is Tony's TS50 and a bit of mdf. Problem sorted.

Careful you dont break anything though Very Happy

Talking of tony, I spoke to him last night online and he showed me the shiney new fireblade he bought... Rolling Eyes some people never change
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silky666
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PostPosted: 19:03 - 26 Nov 2009    Post subject: Reply with quote

The Shaggy D.A. wrote:

after 11 miles up, you wouldn't need your waterproofs and you could stop crouching down on the tank, although you'd probably want to turn your heated grips on.

Laughing mint Laughing
I cant rate any more posts today ... I shall return for this one!
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neil.
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PostPosted: 19:16 - 26 Nov 2009    Post subject: Reply with quote

https://www.joe-ks.com/archives_may2006/1sttHybridMotorcycle.jpg

(someone had to post it)
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Chris750
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PostPosted: 20:47 - 26 Nov 2009    Post subject: Reply with quote

I'm too lazy to try working it out. But,

The acceleration due to gravity is 9.8m/s/s (9.8 m per second per second), you need to assume that this would remain constant ( often denoted a in equations of linear motion).
Google the escape velocity for an object from earth atmosphere this will be your final velocity (often denoted by v in equations of motion). The inital velocity (denoted u) is the thing your trying to calculate.
Google equations of motion. Find the ones that will be most suitable, you may have to change them slightly with respect to the componant you are trying to find.
you may need to find two equations relating t (time) and u (initial velocity) which can then be solved simultaneously. I'm sure thats how I worked out a similar problem recently.
These equations assume vertical travel, but by using trigonometry you can work out the effect of reducing the angle of take off with respect to earth using the basic formula (sin X = o/h, cos x = a/h), which alow you resolve something to two perpendicular components.
Obviously all calculations ignore effects of wind resistance and changes in the earth gravitational field.
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