Using triangular function approximations of the Gaussian, closed-form analytical representations of the Voigt function K(x,y)K(x,y) in terms of elementary functions can be derived. The performance of the approximations is studied by comparison with more exact numerical algorithms for the closely related complex error function, indicating serious problems for small y
The purpose of this work is twofold. First we obtain a series expansion for the Voigt function that ...
Copyright © 2013 Hssaïne Amamou et al. This is an open access article distributed under the Creative...
International audienceIn this paper, we introduce new applicable approximations for Gaussian type in...
Using triangular function approximations of the Gaussian, closed-form analytical representations of ...
A variety of "pseudo-Voigt" functions, i.e. a linear combination of the Lorentz and Gauss function (...
A variety of "pseudo-Voigt" functions, i.e. a linear combination of the Lorentz and Gauss function (...
Rational approximations for the Gauss function can be used to construct closed-form expressions of t...
Using triangular function approximations of the Gaussian, closed-form analytical representations of ...
Assuming that V (x) ≈ (1 − µ) G1(x) + µL1(x) is a very good approximation of the Voigt function, in ...
The Voigt profile is important for spectroscopy, astrophysics, and many other fields of physics, but...
AbstractThis paper presents a method for computing the Voigt function, through the application of a ...
In this work we present the explicit representations of the Voigt function K(a,b) (the convolution b...
Accurate yet efficient computation of the Voigt and complex error function is a challenge since deca...
Author Institution: Department of Physics, College of William and Mary, Williamsburg, VA 23187-8795A...
We show that a Fourier expansion of the exponential multiplier yields an exponential series that can...
The purpose of this work is twofold. First we obtain a series expansion for the Voigt function that ...
Copyright © 2013 Hssaïne Amamou et al. This is an open access article distributed under the Creative...
International audienceIn this paper, we introduce new applicable approximations for Gaussian type in...
Using triangular function approximations of the Gaussian, closed-form analytical representations of ...
A variety of "pseudo-Voigt" functions, i.e. a linear combination of the Lorentz and Gauss function (...
A variety of "pseudo-Voigt" functions, i.e. a linear combination of the Lorentz and Gauss function (...
Rational approximations for the Gauss function can be used to construct closed-form expressions of t...
Using triangular function approximations of the Gaussian, closed-form analytical representations of ...
Assuming that V (x) ≈ (1 − µ) G1(x) + µL1(x) is a very good approximation of the Voigt function, in ...
The Voigt profile is important for spectroscopy, astrophysics, and many other fields of physics, but...
AbstractThis paper presents a method for computing the Voigt function, through the application of a ...
In this work we present the explicit representations of the Voigt function K(a,b) (the convolution b...
Accurate yet efficient computation of the Voigt and complex error function is a challenge since deca...
Author Institution: Department of Physics, College of William and Mary, Williamsburg, VA 23187-8795A...
We show that a Fourier expansion of the exponential multiplier yields an exponential series that can...
The purpose of this work is twofold. First we obtain a series expansion for the Voigt function that ...
Copyright © 2013 Hssaïne Amamou et al. This is an open access article distributed under the Creative...
International audienceIn this paper, we introduce new applicable approximations for Gaussian type in...