Cosmic background radiation (CBR) is an omnipresent radiation in a small range of frequency of the infrared wave lengths. It has been discovered in the last century and today it accounts as a map of the universe, said to be a remnant of a time shortly after the big bang.
The logical black hole theory delivers no explanation for CBR by itself, additionally it leaves one question unanswered:
What happens to the Hawking radiation of logical black holes?
There’s one thing first to consider: We don’t see our own logical black holes Hawking radiation.
But as the model is set, the entire cosmos is filled with these black holes and so it is well plausible that they touch each other.
The picture in the model gets worse if one imagines the unlimited gravitational force these black holes exceed among each other.
Also I wonder if we see an adjacent black holes Hawking radiation.
This sounds great, but when I check the Hawking radiation of these universe scale black holes, if this radiation transforms to CBR, I suggest that this transformation of the frequency should be explained as a model.
Now regarding the aspect of huge gravitational push, the possibility of some overlap of logical black holes seems well possible.
However, the adjacent black holes Hawking radiation must be emitted within our “Host black hole” in order to get perceivable.
So the approach is to suppose the adjacent logical black hole enters our logical black hole with speed of light – resulting in a highly blue-shifted Hawking radiation. After that this radiation source is placed where it’s radiation gets red-shifted to the CBR we measure here. It results in an overlap distance of 0.6685 micrometers. (A)
The interesting thing with this distance is that if we’d take it as the radius for a black hole, the temperature of this black hole would be 2.7 C Kelvin and it’s radiation at CBR. (B)
A troublesome aspect is that (A) localizes logically to the end of the visible universe, as (B) localizes here.
Another difference is in the weight where (B) has 4.5E+25 kg, for (A) its unknown.
So there’s a bridge between the logical black hole model and properties of possible physical black holes which sorts out CBR.