How Doug Engelbart taught kids to ride a bike (without training wheels)
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http://www.sandcanyoncyclery.com/index.php?option=com_conten...
Both techniques are doing the same thing. The one in the post is explicitly guiding the rider as to the mechanism involved in keeping the bike upright. The "remove the pedals" method is allowing the rider to discover this themselves. The later method probably introduces a side-to-side motion by virtue of the mechanics of pushing off with ones feet; you twist and turn the handlebars automatically.
OT: Can't read that link at all in the default style, dark blue on black?
I took the idea from a friend who once got on a motorcycle without a good idea of where the break was, with rather funny results. First concern should be how to stop. The rest can be trial and error.
Actually turning around was a bit of an adventure, but I managed that (and precisely recall the experience as well) - and so, 5 minutes after being introduced to my bike, I had pretty much mastered the basic skill.
I wonder if there is an age at which training wheels really don't make sense, and how many children after around five years old or so actually bypass the training wheels stage - I'm guessing it's a majority.
All it took was running along beside him and letting go, then following and catching if he started to tip.
What's the point of giving a four-year-old a bike anyway? It's not like you're going to let 'em ride it anywhere interesting, or unsupervised.
Learning to cycle was less successful. I distinctly remember crashing into a tree; in fairness, my dad's decision to teach me in the middle of a forest on uneven ground was probably not the smartest move.
http://en.wikipedia.org/wiki/Balance_bicycle
I don't know why anyone cares that Doug Engelbart discovered something already known by millions of people - that pedaling isn't the important part of learning to ride, balancing is - but hey, here's my golf clap for him. {clap clap}
( Also, have a 'trying to be cool' sticker for your jaded cynicism: http://www.paulgraham.com/essay.html )
I used the above pattern to build 2 of them for my 2.5 year old twins... they love them and have great balance now.
Here's how mine turned out: http://dl.dropbox.com/u/113513/bikes.jpg http://dl.dropbox.com/u/113513/bike1.jpg http://dl.dropbox.com/u/113513/bike2.jpg
I broke-even in price, it cost approx. $60/bike which is what it costs to get a similar "elmo" bike at target: http://www.target.com/Elmos-Beginner-Bike/dp/B00155X3UI
If you're going to break the bank, it's going to be b/c you couldn't find cheap wheels. This is where I went wrong, since I spent about $11 per wheel at home depot. I later found them for $4 at a smaller local hardware shop. ;p
What better gift to your child than something made with your own hands and on your own time.
That he 'discovered' something is a strawman, that's not what this is article is all about, if you had actually gone further than skin deep (say past the title) you would have seen that for yourself. That's not a claim Engelbart made, that's just something his daughter said (last line in the article).
And anybody that has driven a recumbent knows this too, but that doesn't mean you get to belittle all of them for pointing this out.
If you got nothing out of it because you already knew all of it then good for you, I've been riding bikes since I was 3 (hard to avoid when you're dutch) and only in my late thirties I finally fully grokked the dynamics of riding a bicycle, they're anything but intuitive.
The most interesting thing about bicycles is how we got them to be so 'right' without knowing that theory, it's a classical case of evolution in progress, nobody with the physics knowledge required ever sat down to design the thing, tons of weird designs were tried (and are still being tried) which led to a nearly optimal shape. And lots of the bits and pieces in that near optimal shape were used long before they were understood.
Incidentally there seems to be a disproportionate representation of the ability to juggle and ride the monocycle amongst mathematicians, why is that?