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@Greyparrot
--> @oromagiYou don't just eyeball values of solar joules and latent heat of ice. Anyone who lives in the north will tell you it can take quite a while for a mound of snowplowed ice to melt depending on how much ice there is in the mound, even in 70-degree weather.And then there’s the ice. We are supposedly melting the ice; the literature is filled with papers making this claim. These papers invariably whine about human activity warming the planet, but they never seem to get around to discussing how much energy is actually required, or how it gets to the ice. But do humans really generate enough energy to melt significant amounts of ice?How much energy is needed to melt 1.32X10^6 Km3 of ice?It takes 333.55X10^3 J to melt 1 kg of ice.Doing the math, we see it takes 3.07X10^17 J to melt a cubic km of ice. This is our basic unit of heat energy for melting any large amount of ice in Antarctica, or anywhere else.We have determined how much ice is involved in an 11-foot ocean rise: a volume of 1.32X10^6 Km3. To melt it, the ice must receive 1.32X10^6 Km3 X 3.07X10^17 J, or 4.05X10^23 J. This is true regardless of what process gets the heat to Antarctica. A steady melt would require 2.03X10^22 J per year to melt it in 20 years, or 8.1X10^21 J per year to melt it in 50 years.We can argue until the cows come home about how that much heat can reach the glaciers. But for our nontechnical friends, it’s interesting to compare the energy requirement with how much energy humans produce. In other words, if humans set out to deliberately melt the Thwaites and Pine Island Glaciers in the Antarctic, could they even do it?Well, let us see!According to the US Energy Information Administration, in 2016 the world produced 84.412479 quadrillion (84.412479X10^15) BTU. That converts to 8.906X10^19 J, consisting of fossil fuel (the largest component), nuclear, and renewable. And if we used all of the world’s energy to do nothing but melt the ice, we could not do it in 20 years, or even in 50 years. We could do it in about 4,500 years.That kind of heat to melt that much ice in 20 years would also require a significant increase in solar joules, one that would cause temperatures to rise far above 70 degrees F.
Jeez, GP. I am surprised to learn that you (and your source at WUWT) remain entirely ignorant of the central precept of global warming claims.
No scientists anywhere are claiming that that the energy humans produce is warming the world as the your straw man claims above. Scientists are worried about the energy produced by the Sun. GP ignores the heat energy of the Sun which radiates the Earth with an average of 430 quintillion joules of power every hour.
So that's 43X10^19 J per hour (43x8760 = 375,680X10^19 per year) compared to GP's claim that humans generate 8.9X10^19 J per year
OR
The Sun provides Earth roughly 41,853 times as much energy annually as humans do.
OR
37.57X10^23 J per year is about 9 1/4 times the amount of energy GP argues is required for an 11 ft. rise is sea levels. If GP's figures are correct (I haven't checked) what mankind couldn't do in 4500 years, the Sun's rays on Earth could accomplish in just 40 days (if the Earth weren't radiating most of the at heat back into space).
In fact, Wikipedia claims:
"The amount of solar energy reaching the surface of the planet is so vast that in one year it is about twice as much as will ever be obtained from all of the Earth's non-renewable resources of coal, oil, natural gas, and mined uranium combined,"
Obviously, the trick is to keep Earth's energy budget in balance.
"In spite of the enormous transfers of energy into and from the Earth, it maintains a relatively constant temperature because, as a whole, there is little net gain or loss: Earth emits via atmospheric and terrestrial radiation (shifted to longer electromagnetic wavelengths) to space about the same amount of energy as it receives via insolation (all forms of electromagnetic radiation).To quantify Earth's heat budget or heat balance, let the insolation received at the top of the atmosphere be 100 units (100 units = about 1,360 watts per square meter facing the sun), as shown in the accompanying illustration. Called the albedo of Earth, around 35 units are reflected back to space: 27 from the top of clouds, 2 from snow and ice-covered areas, and 6 by other parts of the atmosphere. The 65 remaining units are absorbed: 14 within the atmosphere and 51 by the Earth’s surface. These 51 units are radiated to space in the form of terrestrial radiation: 17 directly radiated to space and 34 absorbed by the atmosphere (19 through latent heat of condensation, 9 via convection and turbulence, and 6 directly absorbed). The 48 units absorbed by the atmosphere (34 units from terrestrial radiation and 14 from insolation) are finally radiated back to space. These 65 units (17 from the ground and 48 from the atmosphere) balance the 65 units absorbed from the sun in order to maintain zero net gain of energy by the Earth."
Increased greenhouse gases increase the atmosphere's capacity for absorption which means it takes longer for the Earth to radiate heat back to space which translates into increased surface temperatures (mostly absorbed by the oceans).
GP has badly misunderstood the source and nature of the heat driving climate change, which explains his erroneous conclusions.