Matter/antimatter annihilation question

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The energy released from the annihilation of one kilogram of matter with one kilogram of antimatter is proportional to the sum of their masses, resulting in E=mc^2 calculated as 2 kg. This yields approximately 179,751,035,747,363,520 Joules of energy. However, not all of this energy is released as kinetic or electromagnetic energy; some mass is retained briefly during the annihilation process. The decay products, such as pions and muons, further complicate the energy release dynamics. Containing both matter and antimatter for complete annihilation poses significant challenges due to the immense energy involved.
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Although this question is simple it's been bugging me:

If you were to take one kilo of antimatter and annihilate it with one kilo of matter is the energy (using E=mc^2) released proportional simply to the mass of the matter or to the sum of the masses of both the matter and antimatter?

So is the energy released :

E=mc^2=1*299792458^2= 89875517873681760 Joules

or E=mc^2=2*299792458^2= 179751035747363520 Joules

?

Cheers in advance :-p
 
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If one has 1 kg of matter and 1 kg of anti-matter, then energy related to mass is 2 kg. However, the energy is not completely released as kinetic energy or EM energy directly.

While positron + electron annihilate to produce two gamma rays, proton + antiproton produce pions (or rarely Kaons), which decay to muons (if pions are charged) or gammas or e+-e- pairs (if pions are neutral), and muons decay to electrons and neutrino/anti-neutrinos. So there is some mass retained, but very briefly.

See - http://hyperphysics.phy-astr.gsu.edu/hbase/particles/piondec.html#c1
http://hyperphysics.phy-astr.gsu.edu/hbase/particles/lepton.html#c3

Review the half-lives of pions and muons.

Given the tremendous energy from the first annihilations, it would be difficult to contain the masses of matter and anti-matter to ensure complete annihilation.
 
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