Robots With Square Wheels? 203
Roland Piquepaille writes "About eighteen months ago, I told you about a tricycle with square wheels which needed a specially designed road. But now, Distributed Robotics, a company from Troy, N.Y., is developing robots with square wheels which don't need specific roads. These new 'cars' propel themselves on flat surfaces by taking advantage of gravity. This might sound crazy, but the inventors think it could lead to new robots and toys, and more generally to new micro-machines or MEMS applications."
question (Score:5, Funny)
Coral cache link to video (Score:2, Interesting)
Triangular wheels are optimal. (Score:2)
Re:Triangular wheels are optimal. (Score:2)
ROTATING TURRET OF DOOM! (Score:5, Funny)
"The shifting weight sequentially drives each wheel that is under the weight to sit flat on the ground, thus moving the other wheels in a rotational manner, and the car in a linear direction; reversing the direction of the rotating weight, reverses the direction of the car. There are also several methods for steering the car that are under development" says Steven Winckler, President of Global Composites.
This thing has a rotating hammer around its roof and just moves around based on the shifting weight.
Thats should be fun on the motorway in a morning
Why are folks so obsessed with literally reinventing the wheel?
Re:ROTATING TURRET OF DOOM! (Score:5, Interesting)
Because if, against all odds, you managed to do it, you'd be rich and famous beyond your wildest dreams.
Besides, what's the challenge of trying to invent something when people believe it _can_ be done?
Re:ROTATING TURRET OF DOOM! (Score:2)
Firestone invented new wheels for Ford Exploders, and it didn't make them rich.
Re:ROTATING TURRET OF DOOM! (Score:2)
"It's the simplest machine in the bloody universe!" -Ford Prefect
Why comprehending TFA is important too (Score:5, Funny)
True. Running over "robots, micro machines, novelty toys, and others" on your way to work might give you a flat.
Re:Why comprehending TFA is important too (Score:3, Informative)
Re:Why comprehending TFA is important too (Score:2)
Then the answer is: because you are not an engineer, or an engineering-oriented person. Don't worry about that. It's just not for you.
Re:Why comprehending TFA is important too (Score:2)
But that's another deal.
One thing is understanding the motivation behind the devlopment of an idea, and another is finding practical uses. The OP asked WHY, and said that the wheel was the simplest approach.
What I say is that maybe the wheel is not the simplest approach in every case. IF this did work, it might have applications in places with different physics involved than your average road. The motivation of resaerching is that if you don't challenge the simplest designs you know, you will neve
Re:ROTATING TURRET OF DOOM! (Score:4, Funny)
Re:ROTATING TURRET OF DOOM! (Score:2, Funny)
Re:ROTATING TURRET OF DOOM! (Score:5, Insightful)
Because when you're making machines at microscopic scales, you get a whole new set of problems. Lubricating bearings is difficult, because conventional lubricants are too viscous. Assembling complex devices is difficult, because you need complex devices to do it. And reliably creating smooth round surfaces is difficult because irregularities in the material cause rough surfaces. Flat surfaces are easy to make - just shear a crystaline material.
Re:ROTATING TURRET OF DOOM! (Score:2, Insightful)
Read my other posts on this subject to see that I am already aware of these kinds of problems.
Re:ROTATING TURRET OF DOOM! (Score:2)
I think the really hard part on a microscopic scale would be linking the wheels together.
Re:ROTATING TURRET OF DOOM! (Score:2)
Re:ROTATING TURRET OF DOOM! (Score:2)
Re:ROTATING TURRET OF DOOM! (Score:3, Interesting)
The contact information at the bottom of the page gives it away if you know the guy, which I do: Steve Derby was my advisor and one of my professors at RPI just this past spring. He's the type of person who loves to tinker with new ideas and who will probably come up with a revolutionary solution to some problem. Our projects for that class involved coming up with an idea that interested us and running with it for a few weeks (using the met
Re:ROTATING TURRET OF DOOM! (Score:2)
So they can patent it.
Re:ROTATING TURRET OF DOOM! (Score:2)
Do you have stairs in your house? (Score:5, Funny)
Re:Do you have stairs in your house? (Score:5, Funny)
Credit goes to somebody for this: (Score:2)
Tip it's center of gravity and all bets are off (Score:3, Informative)
Put it at a stair-climbing angle and when the hammer swings to the back it'll just tumble backwards.
Re:Tip it's center of gravity and all bets are off (Score:2)
Square wheels wouldn't help anyway (Score:2, Insightful)
And that still wouldn't work, even if you shifted the hammer forward to keep it from throwing
Re:Do you have stairs in your house? (Score:2)
Do you have stairs in your house?
noo, you cannot come here go away robot, you are scaring me
-Adam
Re:Do you have stairs in your house? (Score:2)
Next up (Score:3, Funny)
Re:Next up (Score:2)
Next version: Hexagonal shaped wheels?
Maybe the invention of the round wheel was a step back in the technical evolution. Maybe this explains how the "fill in a race which moved unbelievable large objects without wheels" build their "object".
Re:Next up (Score:2)
Re:Next up (Score:2)
Essentially, you'd need to generate geometric identity per-rotation. On a triangle, that would mean a 30 deg turn per-wheel for triangular (rotate an equilateral triangle 120 deg and you have its identity. Divide that by four wheels and you have your needed angle). That means the weight would need to move the assembly by a larger angular interval per 1/4 rotation. Possible efficiency problems with smaller an
see, that's the problem with most geeks... (Score:2)
Re:Next up (Score:2)
I guess you can certainly count yourself out then, huh?
Reinventing the Wheel (Score:5, Funny)
I think this is a really good idea for moving any sort of vehicle forward. However, I have an idea that might make it even more efficient... perhaps they could cut off the corners of the wheels to create an octagonal wheel, which would mean less force would be required to turn the wheel. Maybe, somewhere down the line, it could be expanded even further to have more sides and even fewer sharp angles. Now that I think of it, perhaps the edge of the wheel could be configured in some sort of smooth "curve" to eliminate corners altogether... hmmm... imagine what it could evolve into someday.
It looks like these improvements of mine could really take off and go somewhere. I'd better patent it.
Re:Reinventing the Wheel (Score:5, Funny)
Too late. It's already been done! [bbc.co.uk]
Re:Reinventing the Wheel (Score:2)
No, not all of them. They only patented the various shades of blue.
Pattented the shades of blue (Score:2)
Then we may be in trouble.
Lasers? (Score:5, Funny)
Will these be killer robots with lasers? If so, put me down for about 50 of them, and deliver them to Roland's place.
An intriguing challenge for mathematicians. (Score:5, Funny)
Re:An intriguing challenge for mathematicians. (Score:3, Interesting)
You are correct that a conventional road is circular (or at least much closer to being circular than the straight line that we perceive it to be). However, the constraints of the problem (from the article) included "keeping the axle moving in a straight line and at a constant velocity". Clearly a conventional road fails
Re:An intriguing challenge for mathematicians. (Score:4, Informative)
If the road is the same shape, then the road must also be a closed loop.
There's no way a vehicle can move straigth along a road that is a closed loop. At best it could move straigth for a short while, but eventually the road has to curve to be able to close back on itself.
Re:An intriguing challenge for mathematicians. (Score:2)
Re:An intriguing challenge for mathematicians. (Score:2)
Only in LSDian geometry. Wait, that's showing my age... It's in Extacian geometry. But then again, you forget about it by morning.
Re:An intriguing challenge for mathematicians. (Score:2)
Whether or not that's an acceptable solution to you depends on how you define "straight" in the problem originally. If you take it to be something like 'a path whose coordinates remain constant
Re:An intriguing challenge for mathematicians. (Score:2)
My solution is to make the wheel any darn shape you like, and have the road fit exactly to it, all around. Then the velocity will be constant - constantly zero.
Infinite Loop (Score:2)
There's no way a vehicle can move straigth along a road that is a closed loop. At best it could move straigth for a short while, but eventually the road has to curve to be able to close back on itself.
It could if the loop was infinite.
SteveM
Re:Infinite Loop (Score:2)
Re:Infinite Loop (Score:2)
But the loop will always appear local to the vehicle.
At best it could move straigth for a short while, but eventually the road has to curve to be able to close back on itself.
In the case of an infinite loop, the "short while" also becomes infinite.
SteveM
Re:An intriguing challenge for mathematicians. (Score:3, Insightful)
Re:Well duh (Score:2)
The problem, as restated by you (the wheel must consist of segments, and the road of identical segments) also inituitively seems unsolvable to me. Essentially
Re:Well duh (Score:2)
As to the point of Slashdot, that's a good question :-))
Obligatory (Score:2, Funny)
Why? (Score:1, Interesting)
It's not a perpetum mobile; it needs energy to work, just like any other propulsion system. It seems to me that this type of propulsion would have a significantly lower efficiency than an ordinary, circular wheel system.
Neither the article, nor the homepage [globalcomposites.net] (which just went on it's knees, so don't bother clicking the link anytime today. They have a counter that will only go as high as 999
Re:Why? (Score:5, Informative)
Re:Why? (Score:4, Insightful)
Still, I don't see it. Surely, if you keep the axle linkages, sand the wheels down, and merely rotate the motor 90 degrees so its drive shaft is parallel to the axles, that would also yield propulsion without right-angle gearing, no? Granted, you would need a chain drive or a (non-angled) set of gears to connect motor and axle, unless the axle IS the drive shaft.
Re:Why? (Score:2)
I wish the article had gone into some more detail about the construction techniques so we could more easily see the problems that this solves.
I think its a clever bit of technology, although I'm curious about the linkage between the front and rear
Re:Why? (Score:5, Insightful)
Looking at the article I was just struck with a sense of "whoa neat" at the simplicity of the idea yet the fact (as far as I know) it's never been done before (using a "helicopter" of shifting weight to propel a car forward by it's properly aligned square wheels). Sometimes it's not so much "why?" but "why hasn't anyone ever thought of this before?".
Re:Why? (Score:2)
Anoher probable problem (unless you happen to be the patent holder) is that this is apparently patented, which means it's unlikely to be seriously researched until said patents expire.
Re:Why? (Score:2)
As far as I can see, this would only be practical at smaller sizes, because of the simplicity of the design. Think small robots/vehicles.
I'd love
Re:Why? (Score:5, Interesting)
I know that you are just asking a question, and indeed a good question. I am simply trying to forestall the opinion that because the advantages are not immediately to be seen, this must be a waste.
Re:Why? (Score:2)
That may well be the theory. The practice is very different. Research (even "basic" research) requires funding to pay for time, equipment, and grad students. That means you need to be able to sell a funding agency on what you are doing. Which in turn means that you need to be able to justify your research somehow. Now, granted, you don't
Re:Why? (Score:2)
And this 'theory' you talk about - well, that's the very basis of the university, and it also contributes to the idea of tenure. Theor
Help for the retarded (Score:2)
1. At small scales rolling resistance is much higher. -- because surface smoothness is relatively much choppier. -- benefit of round wheels and gliding potenitial is much less.
It moves by wobbling from side to side with a weight moving like a helicopter rotor to sequentially push down on each wheel. so,
2. This simplifies small scale motion, because you dont need gears, axels or chains to transfer motor rotation into differen axes.
Explanation for the mechanically challenged. (Score:5, Informative)
Toys? Seriously? (Score:5, Funny)
Where's Rudolph when you need him? (Score:5, Funny)
Okay, I'll go sit in my [square] corner now.
Subscribers (Score:5, Funny)
Misfit train.. (Score:4, Funny)
Link mirror (Score:2)
Re:Link mirror (Score:3, Insightful)
[cefetpr.br]ftp://mirror.cefetpr.br/pub/misc/Reinventing%20th
'Tis the season! (Score:2, Insightful)
I just saw this great report on television the other day. It turns out no one wants a Charlie in the Box, a squirtgun that squirts jelly, or a robot with square wheels. They're all just Misfits.
Oh, and Bumbles bounce.
Perfect for the Scion Xb or the Honda Element (Score:5, Funny)
Re:Perfect for the Scion Xb or the Honda Element (Score:2)
In other news... (Score:5, Funny)
"We think this new screw will help the industry by providing a less complex fastening device for the end users, and it should be more economical for manufacturers as well."
The new threadless screw serves the same function as a traditional screw, but doesn't require a complex torque-riddled installaton process. Simple repeated impacts will drive the new screw home with far less effort.
"The average consumer is often frustrated with traditional screw technology. Do you need flat heads, phillips, star-point? Will sheet metal screw threads work, or do you need the heftier wood threads? Self-threading points, or rounded? It's mind-boggling! These new screws are great. They only have one head type, and you just pick the length and heft you need. That's all!"
Scientists expect the threadless screw to be a big hit in 2006, and look forward to tackling the next problem at hand.
"We're thinking of developing a shorter lever next year... One that doesn't require so much space to operate. It will have less leverage, but most people don't really use the leverage their current levers provide."
Woooooooooosh...... (Score:3, Interesting)
Re:In other news... (Score:3, Funny)
-everphilski-
Reversing is Simple (Score:5, Funny)
square wheel to circle to square again (Score:2, Funny)
Mindstorms (Score:3, Informative)
Re:Mindstorms (Score:2)
Next up: Bread (Score:2, Redundant)
How does it turn? (Score:2)
Getting the corners sharpened? (Score:2)
Even on a small scale, concentrating the weight on even a rounded edge like that would seem an invitation to excessive wear, both on the wheels and on the surface it runs on.
About as practical as high heels.
how do you turn? (Score:2)
From what I see, this whole design is only practical at small scale, where the simplicity is needed. I've been wrong before though.
I did it!!!! do i get a prize????? (Score:2, Interesting)
How does it decide which direction to move? (Score:2)
Re:How does it decide which direction to move? (Score:2)
To be driven by an elf who wants to be a dentist (Score:2)
Cool! (Score:2)
Heck, walking is a kind of controlled falling using weight management and multiple levers; Lean forward and flip out your leg thingies to stop yourself from crashing. Repeat.
Rah rah for useless research! Science for the heck of it!
-FL
Micro-machines! (Score:2)
My favorite part ... (Score:2)
The main driving force for the table top prototype is produced by gravity pulling downward. Other forces that could hold the car against a surface, and provide the moving force necessary to increment the car along, include aerodynamic, hydrodynamic, magnetic, electromagnetic, and electrostatic. Such forces could be independent of the car mass, and could thus propel the vehicle with much greater force and velocity. In some instances, these forces could provide their own means to move fr
Re:it takes work to spin the weight (Score:2)
This sure sounds like they think that the gadget could be pulled by gravity (for example) in such a way that when one wheel is pulled down, gravity itself will also move the rotating mass to the next wheel. This sort of thing is historically the basic of most designs of perpetual-motion machines. Somehow the designers are ne
driven by... (Score:2)
Roll me up! (Score:2)
Yes, but only Katamari Darmacii can build a car big enough to take advantage of that.
Ten steps ahead (Score:2)
Re:Why we need this invention (Score:2)
Actually, somebody already did. [cnn.com]
Re:MEMs and gravity don't mix (Score:2)