solid state - bravais
DESCRIPTION
Indroduction to Bravais, Solid StateTRANSCRIPT
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) *.)
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* * Pauli
R= => (R) : Minimum (Split)
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2
e-ep-p
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: RLC
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.
- H2 - : Schrdinger
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. .. Li () split N (2e) => 0 e
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Si: 14 e:3s 3p 4
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: : Fermi
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: :
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() (k) gEg=1,43 eVEg=1,12 eV : :
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* - e ( ): : (k)=E(-k) Brillouin J=0
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m : e e
- 1 Brillouin: -/
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: Schrdinger: Bloch: : Bloch: ( = )
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: : : L=N : : :: :n=0,1N-1
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: : BlochR: Bravais .. Schrdinger
:::
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:Bloch : Schrdinger:
: n=mn=m1 :
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(k):)
: ) s 1 : (k) S 1 1 Brillouin
(k)
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Fig 4.20From Principles of Electronic Materials and Devices, Third Edition, S.O. Kasap ( McGraw-Hill, 2005) Si
From Principles of Electronic Materials and Devices, Third Edition, S.O. Kasap ( McGraw-Hill, 2005)
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Fermi-Dirac EF Fermif(E) = E given
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fermi-Dirac f(E,) .
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g(E) = .g(E) dE () E (E + dE)
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ME (a) EF >0K,.(b) g(E) .(c) E f (E).(d) g(E) f (E) e . = e