Resistance and magnetic field effects for p-doped Ge

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SUMMARY

The forum discussion centers on the measurement of resistance in p-doped germanium (Ge) under the influence of a perpendicular magnetic field. The observed resistance, R(B), exhibits a quadratic trend, which was modeled using the equation y = a[1+b*B^2]. The participants discuss the implications of the Hall effect and magneto-resistance, noting that the fitting process yields a mobility value that is half of what is typically measured. This discrepancy raises questions about the theoretical underpinnings of their experimental results.

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MementoMori96
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Hi, we have done an experiment where we have to measure the resistance of a sample of Ge doping-p and how it changes due to a magnetic field perpendicular to the sample with a costant current.
We have found that R(B) has a quadratic trend (we have fit the dates with y = a[1+b*B^2] with a and b free parameters) . Is there a theory that can explain this ?

Thanks :)
 
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Yes but how? I’m not able to find the fit theorically
 
The current in a material is affected via the magnetic field and can be equated to a resistance... it isn't an easy calculation but is doable.
 
Thanks ! Have you any books or web pages in which i can deepen this topic?
 
Look for a book on the Hall effect or on a text about Boltzmann transport theory
 
No, not a simple function, exactly what I said previously. Yes, you are on the right track, magneto-resistance is what you measured and are calculating.
 
Hi, this doubt is born because my professor has found this quadratic trend in this way (see the image)

But if we fit the dates with the function that i have written before we will not find the mobility that we have measure with the usual method but mobility/2. Why?
 

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  • #10
MementoMori96 said:
Hi, this doubt is born because my professor has found this quadratic trend in this way (see the image)

But if we fit the dates with the function that i have written before we will not find the mobility that we have measure with the usual method but mobility/2. Why?

Anyone ?
 

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