by fletch_961 » Mon 07 Sep 2009, 16:59:38
$this->bbcode_second_pass_quote('', 'F')irst off, lava doesn't even ignite trees and we're looking at way more energy, probably with a higher temperature, rolling right on the poor things. Don't get me wrong, I don't think pouring molten glass, or even hot asphalt, on trees or brush of any sort is a good idea, but you should look to similar phenomenon before jumping to any conclusions.
"There are few things not made of rock that can resist the progress of flowing lava; trees, houses, everything yields to its massive assault.
Trees take fire from the heat of its approach, and when the lava reaches them they emit a hissing noise, almost amounting to a shriek. The trees then plunge into the molten flood and are seen no more. Even the sea cannot stop the lava-stream, but retires on its approach; promontories stretching a considerable distance from the shore are formed in this manner as the molten lava hardens into stone."
I don't believe you$this->bbcode_second_pass_quote('', 'L')et me help you help me (The result I used was in ton per lanemile per year, but I didn't notice the year part, doh!) with the math. Asphalt tends to be ~150pcf. We've already pointed out that using the construction/reconstruction costs for brand new roads isn't accurate when looking at road costs as a whole, and I've never heard of putting down a solid foot of HMA even on a new road. Most overlays tends to be ~1.5-3" thick, maybe up to 4", depending on the road and type of asphalt used. RAC for instance tends to be thinner all things being equal. 2" of RAC can replace 4" of conventional asphalt. Anyhoo, odds are, for most work (~2" of HMA), the math goes like...
1/6th of a foot deep, 5280ft long, and 12 ft wide = 10560 ft^3/lanemile
(10560ft^3/lanemile)*(~150lbs/ft^3) =~1584000lbs/lanemile
(~1584000lbs/lanemile)/(2000lbs/ton) = ~792 tons/lanemile
($60/ton)*(~792 tons/lanemile) = ~$47520/lanemile
Even if we use only 8" (unless you are suggesting doing this on residential streets w/ little children running around then we can use 4"), the ton figure comes out to 3,168. Decrease volume by 33%, increase density by 50% = same result. In order to repave something, it has to have been paved one already. Now, how much of your hypothetical glass are we going to need to pave 1 lane mile? Let me know when they get the price of this frit below $1000 per ton delivered.
$this->bbcode_second_pass_quote('', 'I')f you really want to figure out how much the glass would raise the temperature of the surrounding air, just take the energy needed to heat however much asphalt is needed for a 12x12x2 patch of road,