h a l f b a k e r yNot just a think tank. An entire army of think.
add, search, annotate, link, view, overview, recent, by name, random
news, help, about, links, report a problem
browse anonymously,
or get an account
and write.
register,
|
|
|
Please log in.
Before you can vote, you need to register.
Please log in or create an account.
|
One of the familiar gestures used in synchronised swimming events
involves the athletes raising their legs clear of the water, then
separating them on the surface as their torsos remain facing
downwards.
This is how the Uneven Legs Synchronised Swimming Cuckoo Clock
shows the time. It's a
complex apparatus consisting of a circular
tank which contains a small mechanical figure, its body orientated
in an inverted position. It's a bit like one of those ballerina figure
musical jewellery boxes, only with water and an upside-down
swimmer.
At fifteen minute intervals, the figure performs its cuckoo
equivalent. This is the split leg routine, its shorter leg
representing the hour and the long limb the minute of the day.
Marker buoys on the water surface are appropriately labelled one
to twelve.
When not showing the time on the surface, the figure simply
pirouettes its legs below the surface. The short leg rotating slowly
to show the hour, and the longer leg continuing to mark off the
minutes.
This entire arrangement projects its image via a 45º angled mirror
to enable the device to be used as a wall clock.
[link]
|
|
Couldn't they just be two normal legs, with one leg bent at the knee? Also, I'd prefer the mechanical swimmer figure to be the right way up except when the clock is actually 'striking' or I'd get worried about the length of time she's having to hold her breath for. Otherwise, a fantastic idea. |
|
|
I had thought of a number of ways to solve the uneven length of the hour and minute hands, including having two figures, face to face, one being upside down. One figure then uses one arm, combined with the other one's single leg. I don't favour the bent leg option though, so on balance, I thought of the figure simply having one leg shorter than the other. Call it a Par-Olympic solution. |
|
| |