Comment Jane/Lonny Eachus goes Sky Dragon Slayer (Score 1) 191
... the National Academy of Sciences itself was convinced enough of the "Global Cooling" scare to actually publish a call for immediate action (Science News, Jan. 25 1975, p. 52). [Jane Q. Public, 2014-12-16]
I merely pointed out the established truth that it was taken seriously. And again: the cited announcement by National Academy of Sciences is not "nonsense". It, too, is real. [Jane Q. Public, 2014-12-16]
You linked to a blog and claimed it linked to an announcement in Science News, Jan. 25 1975, p. 52. But the blog you linked has two "Science News" links which lead here and here. Neither of those links lead to Science News, Jan. 25 1975, p. 52. Could you please post the link to Science News, Jan. 25 1975, p. 52?
While Jane looks for that link, he should also consider addressing this issue with his basic thermodynamics:
But net radiative power out of a boundary around the source = "radiative power out" minus "radiative power in", so the equation Jane just described also says:
NO!!!!! As I have explained to you innumerable times now, you can also consider your heat source, by itself, that "sphere". The only NET radiative power out comes from the electrical power in. Further, the cooler walls do not contribute any of that NET power out. That's what net means. [Jane Q. Public, 2014-12-16]
As I suspected, Jane disputes the definition of the word "net". Jane didn't get his nonsensical definition from any of his textbooks, because in physics, net power through a boundary around the source = "radiative power out" minus "radiative power in".
That's what net means. But after it became clear that Jane is hopelessly confused about the very term "NET" which he keeps capitalizing, I explained conservation of energy in a way that didn't require using that troublesome word. Draw a boundary around the heat source:
power in = electrical heating power + radiative power in from the chamber walls
power out = radiative power out from the heat source
Since power in = power out through any boundary where nothing inside is changing:
electrical heating power + radiative power in from the chamber walls = radiative power out from the heat source
Notice that this equation is equivalent to the equation Jane just described, but only if Jane uses the physics definition of the word "net". And in order to derive it, I didn't even have to use that word which has Jane hopelessly confused. All I had to use was conservation of energy.