Energy Equivalence of Alpha Particle (MeV) $\cdot c^{2}$ $* c^2$

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Jul 24, 2020, 6:28:07 PM

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Jul 17, 2014, 12:12:01 AM

m_{α} \cdot c^{2} = 3727.379240 \cdot M e V

$m_alpha * c^2 = 3727.379240 * MeV$

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An alpha particle, $m_{α}$ $m_alpha$ , is two protons and two neutrons bound together as a particle identical to a helium nucleus. The principle of mass-energy equivalence defines a universal proportionality relationship between equivalent amounts of energy and mass, and that definition defines the proportionality constant to be the speed of light squared. Thus the mass in this constant is multiplied by $c^{2}$ $c^2$ .

This constant is specified with a standard uncertainty (standard deviation) of: 0.000082 MeV

This equation, Energy Equivalence of Alpha Particle (MeV)

\cdot c^{2}

$* c^2$ , references 0 pages

This equation, Energy Equivalence of Alpha Particle (MeV)

\cdot c^{2}

$* c^2$ , is used in 0 pages

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Energy Equivalence of Alpha Particle (MeV) $\cdot c^{2}$ $* c^2$

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Energy Equivalence of Alpha Particle (MeV) ⋅c2⋅c2* c^2

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Energy Equivalence of Alpha Particle (MeV) $\cdot c^{2}$ $* c^2$