Ian again you have totry and change the parameters until you get the results you want....
You just don't get it do you.. My experiment was simple and eliminated any other methods of heat transfer, yours adds all sorts of variables and you think it proves you are correct.. It doesn't it only shows you can turn milk into butter if you churn it enough.. Damn dude it's not that hard.. You are supposed to be so smart.. WTH??
We tried this before and you did the same things... You posted a thought experiment by some ding-dong luke-warmer and when it was shown flawed you altered the parameters in every post.. Seriously man, get a grip.. You're wrong.. Sorry but you just are man..
You cannot justify back-radiation, but hey no biggie neither can they... Get over it, you were had..
what was your point? you never said what your point was. the sphere would obviously be hotter between the two stars, right? it is always taking in radiation, whereas if it was only next to one star it would have a 'night time' to lose energy. again, what is your point?
My point was clear but you had to read the entire post, not pick out a fragment and go with it. Your pointing out something out of context, and then asking me what my point was. In its context it was clear, but taken out of the whole it wasn't...
Here it is again. Read it if you want to understand the point, if you can't be bothered to read it fully, then the clarification is your fault not mine...
"Two stars equal in heat and energy in a perfect vacum (meaning absolute zero ambient temps etc and so on). Facing one another far enough away to avoid any other energy transfer but radiation. The distance negates any surface heat transfer to one another, the only energy transfer is by radiation.. Keep up admiral socks...
Now do they heat one another to any noticeable measurement? No.. Why? Because they are in equilibrium with one another. No energy gained because they negate one another. That is what equilibrium is. Remember black-body radiation? How does that exist if your claims are correct? It couldn't, it wouldn't, and there is the crux of the matter...
Now same two equal stars, same parameters save one change. place a rotating ball in the center. perfect rotation, no wobble or variance of any kind, no atmosphere, just a solid spherical mass equal distance from the two stars.
What happens to the sphere? it heats up until it reaches equilibrium with the energy output of the two heat sources, then it stops increasing. It doesn't stop when it matches the temps of the two stars or when it matches the two stars combined output, but heats up until it reaches the temperature the energy out put of the two stars that the distance, parameters and environment will allow.
TADA!!!!! Equilibrium at work..."
now notice the first part explained the experiment and laid the parameters. It was simple. Notice the next part added the sphere and went on.. The point was trying to explain the difference between two equal heat sources in equilibrium with one another and the effect of black-body radiation, versus the same two heat sources interacting with another body at equal distance from each of them, and how the added sphere changes the parameters regarding black-body and equilibrium of the 3 bodies.
The two stars alone are in equilibrium negating any added heat from one another. The environmental parameters made conduction and convection non-factors, making radiation the only transfer method. That being the case and the fact that two bodies in equilibrium do not add any heat but rather remain in equal balance, negates any claims that they can effect noticeable change to each respective temperature.
Adding the sphere to the system at equal distance to the two stars, showed how the system changed. The "equilibrium" would now be different, effected by the third body,the distance between that 3rd body and its twin heat sources as well as distance. Rotation insured that the sphere would be in as near constant sunlight as allowable, negating any day/night complexities to confound the concept needlessly.
The last full paragraph I wrote you responded to, actually explained the entire thing... I underlined it above.. Now that its clarified further, reading what came before it by the numan sock brigade should make the entire clear...
Just TRY and read what you are attacking first..
I still dont understand your point. are you saying that the two stars will be an infintesimal amount cooler because of the radiation from the sphere which goes out into space rather than back at the stars?