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Joule Requirement for Universe level Revision

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The paper lists Gravitational Binding Energy values per nucleon under Eg/A.
Would it really scale up linearly, purely based on the count of nucleons, like that? That's unintuitive to me.
 
So by the paper A = M_b / m_b, where m_b = 939 MeV (convert that to mass via E=mc^2, I guess)
The table gives us M_b and E_t/A, where E_t is the binding energy.
With that we can go through the whole table for possible values, I guess. Just gotta adjust the units.
 
So by the paper A = M_b / m_b, where m_b = 939 MeV (convert that to mass via E=mc^2, I guess)
The table gives us M_b and E_t/A, where E_t is the binding energy.
With that we can go through the whole table for possible values, I guess. Just gotta adjust the units.
The 202.78 MeV value I used was for the value of the CIDDM Neutron Star I was previously using
 
[Googles Mass-Energy of the Sun]
[Multiplies 1.7877139260254E+47 J by 0.57]
[Is about 10^47 Joules]

.
.
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Huh. Well would you look at that.

In my defense, this was what @Qawsedf234 said.

[202.78 Mega-Electronvolts or 202.78 million electronvolts * 10^57 divided by 6.242*10^18 electron volts per Joule]
[It's 3.24863826×10^46 Joules]
[Since the number of neutrons in a neutron star was an order of magnitude estimate, not an exact number, that's close enough]


Yeah that checks out.
So is that Tier 4A results? If I looking at our own attack potency chart correctly, that is something interesting.

 
The 202.78 MeV value I used was for the value of the CIDDM Neutron Star I was previously using
Looks like a decent choice.
So, 939 MeV = 1.5044e-10J
1.5044e-10J = m*c^2 = m*299792458^2 => m = 1.673871e-27kg.
CIDDM M_b is 2.64 M☉ = 5.2507e+30kg
A = M_b / m_b = 5.2507e+30kg / 1.673871e-27kg = 3.136860606343021654595844004705261038634e57
CIDDM E_t/A is 202.78 MeV.
202.78 * 3.136860606343021654595844004705261038634e57 = 6.3609259375423793e59 MeV = 1.019133e+47J

Does that sound correct?
 
So is that Tier 4A results? If I looking at our own attack potency chart correctly, that is something interesting.

4-A starts at 10^57 Joules, not 10^47
Looks like a decent choice.
So, 939 MeV = 1.5044e-10J
1.5044e-10J = m*c^2 = m*299792458^2 => m = 1.673871e-27kg.
CIDDM M_b is 2.64 M☉ = 5.2507e+30kg
A = M_b / m_b = 5.2507e+30kg / 1.673871e-27kg = 3.136860606343021654595844004705261038634e57
CIDDM E_t/A is 202.78 MeV.
202.78 * 3.136860606343021654595844004705261038634e57 = 6.3609259375423793e59 MeV = 1.019133e+47J

Does that sound correct?
Looks good but, upgrading the energy requirement for Universe level based on a hypothetical maximum mass object changes a couple more things than downgrading it would.

So if I did just totally confuse the energy unit (which I'm pretty certain that I did but I want to hear what Qawsed says) then this whole thing can be ignored, we thank @Huzy for catching this mistake, and then we pretend like this whole thing never happened.
 
4-A starts at 10^57 Joules, not 10^47

Also, upgrading the energy requirement for Universe level based on a hypothetical maximum mass object changes a couple more things than downgrading it would, so if I did just totally confuse the energy unit then this whole thing can be ignored and we can pretend like this never happened.
I don’t think there will been any major changes to the attack potency charts, but just minor things as it should account for everything we got regarding cosmic feats and stuff.
 
Looks like a decent choice.
So, 939 MeV = 1.5044e-10J
1.5044e-10J = m*c^2 = m*299792458^2 => m = 1.673871e-27kg.
CIDDM M_b is 2.64 M☉ = 5.2507e+30kg
A = M_b / m_b = 5.2507e+30kg / 1.673871e-27kg = 3.136860606343021654595844004705261038634e57
CIDDM E_t/A is 202.78 MeV.
202.78 * 3.136860606343021654595844004705261038634e57 = 6.3609259375423793e59 MeV = 1.019133e+47J

Does that sound correct?
Ah, I assuming you are calculating the amount of energy for a neutron star it keeps generating?
If I am understanding the calculation correctly made by DonTalk, he is calculating the energy of a neutron star.
 
So what's the final value?
It's somewhere around 10^47 Joules, but this is the GBE for a hypothetical maximum mass Neutron Star according to some model, rather than a physical object that exists like PSR J0348+0432. As such it makes more sense to use that for calculating the Baseline for Universe level rather than what I brought up, meaning the current boundary should stay.
Ah, I assuming you are calculating the amount of energy for a neutron star it keeps generating?
If I am understanding the calculation made by DonTalk, he is calculating the energy of a neutron star.
No, what's being calc'd is the GBE of a maximum mass Neutron Star, based on the mass energy of the Sun value, and the MeV per Nucleon Value.
 
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It's somewhere around 10^57 Joules, but this is the GBE for a hypothetical maximum mass Neutron Star according to some model, rather than a physical object that exists like PSR J0348+0432. As such it makes more sense to use that for calculating the Baseline for Universe level rather than what I brought up, meaning the current boundary should stay.

No, that's the GBE of the Neutron Star, based on the mass energy of the Sun value, and the MeV per Nucleon Value.
Oh, nm, then I didn’t specifically say GBE.
 
It's somewhere around 10^57 Joules, but this is the GBE for a hypothetical maximum mass Neutron Star according to some model, rather than a physical object that exists like PSR J0348+0432. As such it makes more sense to use that for calculating the Baseline for Universe level rather than what I brought up, meaning the current boundary should stay.
Honestly, main problem is that we don't know the radius of CIDMM. Since the new and old values are only off by a factor of less than 2, it being larger could easily make the end result not higher.

So yeah, current result seems like it can just keep being used. Generally, I think we can consider this as having confirmed the polytrope formula as a good approximation.
 
It's somewhere around 10^57 Joules, but this is the GBE for a hypothetical maximum mass Neutron Star according to some model, rather than a physical object that exists like PSR J0348+0432. As such it makes more sense to use that for calculating the Baseline for Universe level rather than what I brought up, meaning the current boundary should stay.
There is a calculation for this one.


It is a old one though since it is the amount of energy need to destroy all matter of the observable universe.
 
It's somewhere around 10^57 Joules, but this is the GBE for a hypothetical maximum mass Neutron Star according to some model, rather than a physical object that exists like PSR J0348+0432. As such it makes more sense to use that for calculating the Baseline for Universe level rather than what I brought up, meaning the current boundary should stay.
dafuq, that much for a singuar structure in the universe, no wonder it looked off from here
 
dafuq, that much for a singuar structure in the universe, no wonder it looked off from here
That was I typo, I meant 10^47 joules- still we should just keep the current boundary.
Yeah, i had just misunderstood the paper and made an incorrect judgment based off that.

So apologies there for my mistake.
It happens to the best of us, don't worry!
 
Is closing this thread fine with the rest of you as well, or is there something left to do here?
 
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