There is an estimation of 3.000.000.000.000 or 3*10^12 trees in the world.
Live trees are arround 50% water, 50% dry wood.
Suposing 100% of the wood is celulose, wich it isnt, we can estimate the amount of O2 used up if we burned all the trees in the world (if we knew the
mass of the average tree)
Glucose combustion is:
C6H12O6+6 O2=6 CO2+6 H2O, so for every 180 (glucose molecular weigh) grams of glucose burned, we "trap" 192g of oxigen.
The average mass of the atmosphere, is 5×10^21g, and it is arround 20% oxigen, so 10^21g of oxigen in the atmosphere.
Now lets calculate the needed average tree size, in function of a percentage of oxigen in the atmosphere.
3*10^12*0.5*m/180*192 = percent*10^21
Setting that percent to 1, the average tree size would need to be 6.25*10^8g or 625tons
I dont know what the average tree, but it isnt close to 625tons.
For a closer number, the min amount of oxigen needed in air for a human to not have big problems while breathing, is ~15%,
That number dont get us that closer to a realistic average tree mass, so conclusion: Not gonna happen if all the trees in the planet were burned. Need
mo' science fiction.
I could add other burnables to the calculations, but I dont think there would be a big difference. (the calculations are very rough estimates tho)
[Edited on 19-10-2016 by ficolas]
[Edited on 19-10-2016 by ficolas] |