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 Deconvolution using Coulomb-Boltzman shifted funct

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shahab ahmed Posted - 07/07/2015 : 01:27:52 AM
I want to deconvolute ion signal obtained by laser ablation of graphite (as this signal is convolution of proton and multiply charged ions), using coulomb-boltzman shifted function F(t)=A.(m/2pikT)^3/2*(L^4/t^5)*exp[-(m/2kT)*((L/t)-sqrt(gamakT/m)-sqrt(2zeV/m))^2] , where A is normalization constant, m is ion mass, kT is plasma temperature, L is target to detector distance, t is time of flight, gama is adiabatic coefficient Z is atomic number , e is electronic charge and V is accelerating potential. I want to extract plasma temperatre kT and accelerating potential V from fitting of this function. I tried many times but could not deconvolute the signal. Can somebody in this forum help me ?

shahab ahmed abbasi
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Shirley_GZ Posted - 07/07/2015 : 02:06:01 AM
Hi

You can define the function by yourself and then use it to do fitting. You can refer to these two blogs:

http://blog.originlab.com/data-analysis/how-to-define-a-peak-function-for-peak-fitting
http://blog.originlab.com/graphing/add-peak-indices-and-peak-properties-table-after-peak-deconvolution

Any problem, please let me know.

Thanks,
Shirley

Originlab Technical Service Team

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