The energy of an electron in a band as a function of its wave vector k is given by E(k)= Е – B(coska+coska+cosk_a), where E, B and a are constants. The effective mass of the electron near the bottom of the band is
The energy of an electron in a band as a function of its wave vector k is given by E(k)= Е – B(coska+coska+cosk_a), where E, B and a are constants. The effective mass of the electron near the bottom of the band is
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![The energy of an electron in a band as a function of its wave vector k is given
by E(k)= E₁ – B(coska+coska+coska), where E, B and a are constants. The
0
effective mass of the electron near the bottom of the band is](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc1bd6b64-9689-4ddb-80a0-c3c9eaae056f%2F4051ef22-d228-4a36-8115-0763fe1557d0%2Fm3vnhkb_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The energy of an electron in a band as a function of its wave vector k is given
by E(k)= E₁ – B(coska+coska+coska), where E, B and a are constants. The
0
effective mass of the electron near the bottom of the band is
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