by jofo25 on 12/4/12, 10:39 AM with 46 comments
by bediger4000 on 12/4/12, 3:11 PM
by meaty on 12/4/12, 5:17 PM
It was stopped by one of the whingy old fart neighbours wondering what we were doing and threatening to complain to the management company. We had a good 5m left and probably enough bits left to cover it!
Smashing it was awesome and made one hell of a mess which took hours to clear up.
Most of the Lego came from a car boot sale in two large bins and was purchased for a mere 5 GBP. Went on ebay in 2001 for nearly 200 GBP (good investment!)
by ComputerGuru on 12/4/12, 11:45 AM
But that's not how we build towers. If you create a proper foundation with Lego bricks and distribute the weight evenly across them, and taper the tower as it goes up, am I wrong in assuming it could go a lot more than that? The entire weight of a structure never rests on a single brick...
by sp332 on 12/4/12, 12:50 PM
by dhx on 12/4/12, 12:27 PM
Refer to the following site for a comprehensive list of historical LEGO records:
by UnoriginalGuy on 12/4/12, 12:56 PM
by coroxout on 12/4/12, 12:43 PM
Does this add non-negligibly to the pressure on the bottom brick, or is it almost nothing once dispersed through the whole tower?
(You may be able to tell that I have very little knowledge of the physical sciences, so apologies if this is a stupid question!)
by cadab on 12/4/12, 11:37 AM
by ggchappell on 12/4/12, 8:05 PM
Ah, but that's not quite the issue, if the question is how high of a tower you can build.
If a tower is 3.5 km tall, then the lower 100m (to pull a number out of the air) are all supporting pretty much the same weight. And that 100m is about ... 10,000 bricks thick? If one of those bricks goes, then the tower goes. So what you want to know is not the average strength of a brick, but the expected strength of the weakest brick out of 10,000. I imagine that's significantly less.
Exercise for the reader: Given the probability distribution of brick strength, how do we compute the height at which we expect a one-brick-wide tower to fail? (Assume that vertical compression of bricks is the only issue; there are no lateral forces, the tower is perfectly balanced, etc.)
by SolarNet on 12/4/12, 6:35 PM
I really loved this quote:
'"... it's the typical height at which people ski in the Alps," Ian Johnston says (though many skiers also ski at lower altitudes).'
Really? I would never have guessed...
by bpratdesaba on 12/4/12, 1:43 PM
by skylan_q on 12/4/12, 1:58 PM
by IheartApplesDix on 12/4/12, 2:19 PM
by Zedronar on 12/4/12, 1:23 PM