Calculating the effective mass
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Calculating the effective mass
Dear all,
Can someone let me know what is the correct procedure of calculating the effective mass using the band structure? To be specific once I obtain the band structure, how do I determine the range of data points that I want to fit my parabola into? Also suppose that the points where not exactly symmetric about the high symmetry point, i.e. the assumed parabola is not symmetric, how can the fitting be done? For example for L-G-X do I just consider the L-G branch and the G-X branches separately and do a fit by assuming the shape will be a perfect parabola about G?
Thanks...
Can someone let me know what is the correct procedure of calculating the effective mass using the band structure? To be specific once I obtain the band structure, how do I determine the range of data points that I want to fit my parabola into? Also suppose that the points where not exactly symmetric about the high symmetry point, i.e. the assumed parabola is not symmetric, how can the fitting be done? For example for L-G-X do I just consider the L-G branch and the G-X branches separately and do a fit by assuming the shape will be a perfect parabola about G?
Thanks...
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- Global Moderator
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Re: Calculating the effective mass
Hi,
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