Question #296917

Consider an electron which has been  accelerated from rest through a potential difference of 500kV. Find a) Its kinetic energy, b.) its rest energy, c.) its total energy, d.) its mass and e.) its speed.


1
Expert's answer
2022-02-13T12:15:28-0500

a)

Ek=eU=0.5 MeV,E_k=eU=0.5~MeV,

b)

E0=mc2=0.512 MeV,E_0=mc^2=0 .512~MeV,

c)

E=Ek+E0=1 MeV,E=E_k+E_0=1~MeV,

d)

m=Ec2=1.81030 kg,m=\frac E{c^2}=1.8\cdot10^{-30}~kg,

e)

v=c1m02m2=0.87c.v=c\sqrt{1-\frac{m_0^2}{m^2}}=0.87c.


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