When matter and anti-matter collide, in what form is the resulting energy?

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When matter and antimatter collide, they annihilate into high-energy photons, which are considered "pure energy" due to their zero mass. Electrons and positrons specifically convert into photons and gamma rays during this process. It is theoretically possible to reverse this reaction by focusing high-energy gamma rays to create an electron-positron pair, but this requires photons with energy above 1.022 MeV and the presence of a nucleus to conserve momentum. The practicality of achieving this focus and energy level is uncertain. Understanding these interactions is crucial for applications like gamma-ray shielding.
Jarfi
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I know that when matter is mixed with anti matter they disappear into pure energy. But how can there be energy with no matter? Is it light that forms? do we get a massive blast of light? what else could it be? with no matter you can't have energy(exept for light)... what happens?
 
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Your guess is right, when particles annihilate with antiparticles the result is high-energy photons, which have zero mass so they can be said to be "pure energy". Also note that while electrons and positrons convert entirely to photons, the same is not true for protons and antiprotons, see the second paragraph here.
 
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JesseM said:
Your guess is right, when particles annihilate with antiparticles the result is high-energy photons, which have zero mass so they can be said to be "pure energy". here.


So if electrons and positrons create photons and gamma rays. Could i reverse the process and focus light/gamma rays in one dot and end up with an electron and positron?
 
Jarfi said:
So if electrons and positrons create photons and gamma rays.
gamma ray is just a name for the type of photons emitted (a gamma ray is just a photon with a sufficiently high frequency, see the electromagnetic spectrum), they aren't two different types of particles.
Jarfi said:
Could i reverse the process and focus light/gamma rays in one dot and end up with an electron and positron?
A pair of gamma ray photons can spontaneously create an electron/positron pair (see 'reverse reaction'), I don't know how difficult it is to produce photons with such high energy or the probability they will convert in this way if focused at a sufficiently small region or how difficult it would be to actually focus high-energy photons in this way, maybe someone else can address the practicality of this.
 
Single photon gamma rays with energy above 1.022 Mev may end up as an electron-positron pair. This can only occur in the presence of a nucleus, needed to conserve momentum. This process is one of the principal ways to shield (using lead for example) against high energy gamma rays.
 
Time reversal invariant Hamiltonians must satisfy ##[H,\Theta]=0## where ##\Theta## is time reversal operator. However, in some texts (for example see Many-body Quantum Theory in Condensed Matter Physics an introduction, HENRIK BRUUS and KARSTEN FLENSBERG, Corrected version: 14 January 2016, section 7.1.4) the time reversal invariant condition is introduced as ##H=H^*##. How these two conditions are identical?

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