Please help me for a calculation why my value different from that of literature?

AI Thread Summary
The discussion revolves around a calculation discrepancy in determining the energy change in the band gap of a degenerate semiconductor using the formula derived from Burstein's theory. The user consistently calculates a value of 0.6 eV, which is significantly higher than the literature value of 0.201 eV. Key variables include Planck's constant, electron concentration, and effective mass of the electron. The user seeks clarification on the formula's components and the meaning of the curly brackets. The inquiry emphasizes the need for assistance in understanding the calculation process and resolving the value difference.
shojean
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please help me for a calculation! why my value different from that of literature?

delta E= {h^2*(3*n/pi)^(2/3) }/(8*m)


here: h Plank constant.
n the concentration of electron. n=4.46e20 cm^(-3)
m the effective mass of electron. m=0.35me (me is the static mass of electron)

I calculated for many times, but my calculated values (0.6eV) always large than that of reference, 0.201eV.

Any help would be greatly appreciated!


ps:This is not my homework, please, Administrator, let me post my question here. many thanks!
 
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Just a question from the un-knowing: What are these curled brackets meant to say and what formula is this (I don't recognize anything unless provided in Latex or on paper)
 
ok, this formula is a expression of energy change in the band gap in the degenerate semiconductor, it's come from the Burstein theory.
here you can look for detail:

I. Hamberg, C.G. Granqvist, J. Appl. Phys. 60 (11) (1986) 123.

Thanks for your reply!
 
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