- #1
Quarlep
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How paul dirac find antimatter equation I guess It came this equation
E2=(pc)2+(mc2)2 than we pass
E2=(mc2)2
than E=mc2 and -E=mc2 isn't it ?
E2=(pc)2+(mc2)2 than we pass
E2=(mc2)2
than E=mc2 and -E=mc2 isn't it ?
Khashishi said:Dirac's reasoning here isn't rigorously correct, but he did get the right prediction.
Matter and antimatter are essentially the same, except for the charge on their particles. Matter is made up of particles with a positive charge, such as protons, neutrons, and electrons. Antimatter is made up of particles with a negative charge, such as antiprotons, antineutrons, and positrons.
Matter-antimatter equations are mathematical equations that describe the relationship between matter and antimatter. They take into account the properties of both matter and antimatter, such as their mass, charge, and interactions, to understand how they behave and interact with each other.
Yes, matter and antimatter can coexist, but they would annihilate each other upon contact. This is because they have opposite charges, and when they come in contact, they release a large amount of energy in the form of gamma rays.
Yes, according to Einstein's famous equation E=mc², matter can be converted into energy and antimatter can be converted into energy. This process is known as pair production and can occur in high-energy environments, such as particle accelerators.
Matter-antimatter equations play a crucial role in modern physics as they help us understand the fundamental building blocks of the universe and the interactions between them. They also help us explain the origin of the universe and the observed asymmetry between matter and antimatter in the universe.