Um, i'm having a hard time understanding some terms and equations in

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The discussion focuses on understanding key semiconductor concepts: the Fermi function, density of states function, and Fermi level. The Fermi function describes the probability of an energy state being occupied by an electron, while the density of states function indicates the number of available energy states for electrons in the conduction band. The Fermi level represents the energy level at which the probability of occupancy is 50%, derived from the Fermi function equation. This 50% probability occurs when the energy level equals the Fermi level, under equilibrium conditions. These concepts are applicable not only to semiconductors but also to conductors and insulators.
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um, I'm having a hard time understanding some terms and equations in semiconductors, particulary 2 equations and 1 term(fermi function,density of state function, and fermi level). My understanding of fermi function is somewhat the probability of an energy state to be occupied by an electron. for the density of energy state function, it is the number of energy state available for the conduction band to be filled with electron. and for the fermi level, i don't really understand why the probability of occupancy by an electron is 50% or 1/2.Are these notions correct? would someone kindly explain clearly what is fermi function,fermi level,density of state function? and why does fermi level have 50% probability? and also, are these only applicable to semiconductors? or conductors and insulators are also included? thanks:)
 
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under equilibrium conditions (no external voltages or electric fields are acting on the semi cmnducotr), the electrons accomulate under a specific energy level, and they do not have enough energy to raise up this levelm this level is called the fermi level.
the probability of occubation of a certain energy level is given by:
f=1/(1+e^((E-Ef)/(KT))
where T is the temerature, K is Boltzman's constant, and Ef is the fermi level.
if you substitute Ef in place of E, you get the probability of occubation of the fermi level which is 1/2.
 
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