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How much energy would be required to vaporize an entire forest, like the Kakamega Forest in Africa.
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Which makes sense because I don't think there's any bit of matter that can't be vaporized.Living trees, however, are very wet. In fact, although there can be great variation between tree species (and seasonally), a living tree may be made up of more than two thirds water by mass. Thus, a living tree is made up of 15-18% carbon, 9-10% hydrogen, and 65-75% oxygen by mass."
YeahIs it even possible to vaporize wood?
Where did you get that "vapourization value"?Oh, I found the area
Kakamega area = 238km^2 or 2.38e+12cm^2
Avarege tree height = 26.7 meters or 26700cm
Volume = 26700*2.38e+12
Volume = 6.3546e+16cm^3
I will reduce 90%
Total volume = 6.3546e+15
Vapourization Value for Wood= 1669J/cm^3
Energy = 6.3546e+15*1669
Energy = 1.0605827e+19 Joules (High 7-A)