Lyn Brianne length - anyone know
Lyn Brianne length - anyone know
Hiya,
Does anybody know how long the spillway is from the big lip after the flat to the bottom please?
We reckon it's about 350m, in which case given that it took 20s to do the run, that'd put our average speed at 40mph... Surely not?!
No wonder it felt fast :)
Does anybody know how long the spillway is from the big lip after the flat to the bottom please?
We reckon it's about 350m, in which case given that it took 20s to do the run, that'd put our average speed at 40mph... Surely not?!
No wonder it felt fast :)
- boater rich
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I heard a story that Llandusyl paddlers have had a speed gun on one of their trips down the spill way and they recorded speeds of 50mph+
I would quite easily believe that you could average 40. I take it the stopper at the bottom was manageable, I was there the sunday of the Teifi tour and the stopper looked to be at least 6ft high with a massive towback.
Rich
I would quite easily believe that you could average 40. I take it the stopper at the bottom was manageable, I was there the sunday of the Teifi tour and the stopper looked to be at least 6ft high with a massive towback.
Rich
- John Leopold
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Grrrrrrrrrr
Hate you lot, I have wanted to do the dam for years, and you paddle it when I can't. As I was working overtime at home with 1 year old son to pay for Saturdays access ticket on the Tawe. Oh to be young and single again!!
Ive just measured the pan view from a good map system and its 315m but this measurement doesnt take in to the fact that it is on a slope.
We were up paddling the Tywi a couple of weeks ago and the resovrior had about six feet before going over the slipway. Due the the size of the res i reckon it will take some rain to fill it up. cheers Jim
We were up paddling the Tywi a couple of weeks ago and the resovrior had about six feet before going over the slipway. Due the the size of the res i reckon it will take some rain to fill it up. cheers Jim
Ive just measured the pan view from a good map system and its 315m but this measurement doesnt take in to the fact that it is on a slope.
We were up paddling the Tywi a couple of weeks ago and the resovrior had about six feet before going over the slipway. Due the the size of the res i reckon it will take some rain to fill it up. cheers Jim
We were up paddling the Tywi a couple of weeks ago and the resovrior had about six feet before going over the slipway. Due the the size of the res i reckon it will take some rain to fill it up. cheers Jim
- Pete the kayaker
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Somebody must have got a GPS.
Take the height at the top and the height at the bottom (from sea level).
Work out the height difference, use the figure stated above for the length from vertical perspective.
Use your long forgotten Trigonometry skills to work out the length of the face of the slide.
Just don't ask me to work it out!!
Sandy.
Take the height at the top and the height at the bottom (from sea level).
Work out the height difference, use the figure stated above for the length from vertical perspective.
Use your long forgotten Trigonometry skills to work out the length of the face of the slide.
Just don't ask me to work it out!!
Sandy.
Hmmm. Well kids, Mr Pythagoras reckons that the length of the hypothenuse of a right-angled triangle is equal to the square root of the sum of the length - squared - of the other two sides. So if the data is correct - ie horizontal length of 315m and vertical drop of 90m, the length of the slide should be the square root of 315^2 + 90^2, which equals:
327 metres and 60 of your Earth centimetres (and about 5 mm...).
Trig not required.
20 seconds to do the run...
16.38 metres per second...
so in English,
assuming 1624m to each mile... (so 0.2017 miles in total)
36.31 miles per hour.
Think that's right.
Vulch
327 metres and 60 of your Earth centimetres (and about 5 mm...).
Trig not required.
20 seconds to do the run...
16.38 metres per second...
so in English,
assuming 1624m to each mile... (so 0.2017 miles in total)
36.31 miles per hour.
Think that's right.
Vulch
A-level maths
Come on we must be able to do better than this Vulch is right but that's only an average speed and marv needs to know how fast he hit the stopper at the bottom.
A quick google reveals that
s=0.5(v+u)t where s is distance covered v is the final velocity, u is the initial velocity and t is time so:
327.6=10v
v=32.7m/s i.e. double Vulch's estimate giving a whopping 72 mph
Somehow I suspect something is wrong somewhere either that or I am very surprised that nobody get seriously hurt doing it.
Rich
Ps I will now go back to being a sad Maths geek with no friends except Mr Farmer who as a maths teacher should have done this first !
A quick google reveals that
s=0.5(v+u)t where s is distance covered v is the final velocity, u is the initial velocity and t is time so:
327.6=10v
v=32.7m/s i.e. double Vulch's estimate giving a whopping 72 mph
Somehow I suspect something is wrong somewhere either that or I am very surprised that nobody get seriously hurt doing it.
Rich
Ps I will now go back to being a sad Maths geek with no friends except Mr Farmer who as a maths teacher should have done this first !
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I've just put a video clip of this trip onto our club web page. Marv (the person who started this thread) is the third paddler down.
http://www.bristolcanoeclub.org.uk/vide ... ov2005.wmv
http://www.bristolcanoeclub.org.uk/vide ... ov2005.wmv
Conor O'Neill
The absolute business. I note everyone had big grins after doing that one!conoroneill wrote:I've just put a video clip of this trip onto our club web page. Marv (the person who started this thread) is the third paddler down.
http://www.bristolcanoeclub.org.uk/vide ... ov2005.wmv
James.
RichP,
Sorry, but the equation quoted corresponds to an object free-falling vertically downwards and an absence of wind resistance (and, in this case, boat on concrete resistance!).
I'm afraind 72mph is a little optimistic! Good to see common sense kicked in though and you were sceptical about your answer!
Mike.
Disclaimer: this post is based on me correctly recalling A-level maths from 10 years ago, so may be a load of old bobbins!
Sorry, but the equation quoted corresponds to an object free-falling vertically downwards and an absence of wind resistance (and, in this case, boat on concrete resistance!).
I'm afraind 72mph is a little optimistic! Good to see common sense kicked in though and you were sceptical about your answer!
Mike.
Disclaimer: this post is based on me correctly recalling A-level maths from 10 years ago, so may be a load of old bobbins!
- Patrick Clissold
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Back in the day I was fortunate enough to live only a few miles down the road....
And, yes they have! not me I hasten to add....run it, it's all good! Lower water is better as, from memory, there can be quite a sticky hole at the bottom in high water (also goes a bit quick!). Also kayak's are better than canoes ;-) learnt that the hard way
They use to have quict a scary old man wielding a rather hefty maglite...oh and a rather manky alsatian, but i agree they're not always about.Has anybody actully been caught by the dam people and told off before? Every time I'm up there its deserted.
And, yes they have! not me I hasten to add....run it, it's all good! Lower water is better as, from memory, there can be quite a sticky hole at the bottom in high water (also goes a bit quick!). Also kayak's are better than canoes ;-) learnt that the hard way
- Patrick Clissold
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More maths
Mike R wrote
Sorry your A-level maths is flawed the equation is generic and will work in many situations but requires constant acceleration over the whole time. There are several things wrong the first is that the spillway has a vertical drop at the start followed by a flat bit which probably takes about 20m off the length making it nearer 300. The second is as RichA says:
Rich
Ps Is this why I spent 12 years at university studying maths ?
Sorry, but the equation quoted corresponds to an object free-falling vertically downwards and an absence of wind resistance (and, in this case, boat on concrete resistance!).
Sorry your A-level maths is flawed the equation is generic and will work in many situations but requires constant acceleration over the whole time. There are several things wrong the first is that the spillway has a vertical drop at the start followed by a flat bit which probably takes about 20m off the length making it nearer 300. The second is as RichA says:
So if one assumes that all the acceleration happens in the first 5 seconds (not unreasonable) then you get the velocity as about 20.69m/s which is about 45mph a far more reasonable estimate.you're forgetting the terminal velocity that the boat will reach whilst skimming down the water
Rich
Ps Is this why I spent 12 years at university studying maths ?