Recent content by M.A.M.Abed

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    A Particle distribution in the longitudinal beam dynamics in accelerator

    In longitudinal beam dynamics, particles exhibits a synchrotron motion. The motion has an amplitude (action) dependant synchrotron frequency. The motion is defined in terms of rf phase devotion deviation ##\phi## as: ##H=\dot \phi^2/2 - \Omega_s^2 \cos(\phi)## I am trying to write the particle...
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    A Validation of MCU Code for HTTR with TRISO Fuel

    I am working on validation of Monte Carlo Universal code (MCU) for High Temperature engineering Test Reactor (HTTR). The fuel is TRISO particle which consist of UO2 kernel then layer of bouros carbide, a layer of inner PyC, a layer of SiC then outer layer of PYC. According to publications SiC...
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    I Why is the work function measured from the Fermi level?

    1st Thnx in advance 2nd in semi conductor dose you mean the work function will equal to electron affinity + between the bottom of the conduction band and the Fermi level ? 3rd the definition of Fermi level is only at 0 temperature other temperatures is 50% probability level for occupation does...
  4. M

    I Why is the work function measured from the Fermi level?

    why does work function measured from fermi level while work function is defined by lowest energy required to remove an electron from surface of materials and fermi level the level have 50% chance to occupation that's mean there is level above it have electron inside so why we don't measure...
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    I Position of Fermi Energy for Semi-Conductors

    yea this is the Fermi level what about Fermi energy (highest occupied energy at T=0 K)
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    I Position of Fermi Energy for Semi-Conductors

    for pure semiconductor at T=0 K there is a misunderstanding between fermi level and fermi energy just tell me where fermi level and fermi energy exist at zero absolute temperature for semiconductors
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    I Position of Fermi Energy for Semi-Conductors

    Thnx in advance last question sorry the Fermi energy at insulators is the top level of valance band and Fermi level for ideal case in the middle of energy gap am i right ?
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    I Position of Fermi Energy for Semi-Conductors

    yea the density of at it equal to zero thank you put what you mean by In a semiconductor you have a well defined Fermi energy also is there any importance to define a work function for semi conductor or insulators since Fermi level in the energy gap ??
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    I Position of Fermi Energy for Semi-Conductors

    I know that it doesn't necessarily in the center. also i know the difference between Fermi energy and Fermi level also i know that Fermi level tends to be the same of Fermi energy at limit T=0 K Fermi level is the level with probability 50% to occupies also represent the same electron...
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    I Position of Fermi Energy for Semi-Conductors

    what i mean exactly what is the position of Fermi energy for semi conductor materials 1- at the highest of valance band 2- at the mid-way in energy gap
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    I Position of Fermi Energy for Semi-Conductors

    what i mean exactly what is the position of Fermi energy for semi conductor materials 1- at the highest of valance band 2- at the mid-way in energy gap like Fermi level at 0 K
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    Infinite symmetric potential well in one dimension

    1. The problem statement. for Infinite symmetric well -a/2 < x < a/2 in one dimension show that wave function Ψ = Acos(kx) + Bsin(kx) is not physically accepted solution although its mathematically accepted Homework Equations ∫ψ(x)* ψ(x) dx=1
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