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integral_breadth [topas wiki]

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integral_breadth

Integral Breadth

The integral breadth is an alternative definition of a peak width; it is the width of a rectangle with the same height as the peak.

There are some macros below that give the IB of a peak given its parameters.

See also peak_shapes.

Macro by: Matthew Rowles.

'' when using an xo_Is phase with peak_type = pv
''calculate pseudo-Voigt integral breadth from pv_lor and pv_fwhm parameters
macro & Integral_Breadth_PV(& lor, & fwhm)
{
	fwhm / (lor (2/Pi) + (1-lor) 2 Sqrt(Ln(2)/Pi))
}
 
macro & Integral_Breadth_G(& fwhm)
{
	fwhm / (2 Sqrt(Ln(2)/Pi))
}
 
macro & Integral_Breadth_L(& fwhm)
{
	fwhm / (2/Pi)
}
 
macro & Integral_Breadth_PVII(& m, & fwhm)
{
	(fwhm Sqrt(Pi) Gamma_Approx(m-0.5)) / (2 Sqrt(2^(1/m) - 1) Gamma_Approx(m))
}
integral_breadth.txt · Last modified: 2022/11/03 15:08 by 127.0.0.1