Using the Voigtian function in Q-Factor method

The event-based scale factor in the center-of-mass energy

Voigtian Function

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[4]:1.4 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[5]:1.45 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[6]:1.5 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[7]:1.55 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[8]:1.6 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[9]:1.65 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[10]:1.7 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[11]:1.75 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[12]:1.8 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[13]:1.85 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[14]:1.9 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[15]:1.95 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[16]:2.0 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0\ ,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[17]:2.05 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]

Fitting function(QFM) = Voigtian(p1,p2,p3)+p4*(g9b-carbon distribution)

WBin	voigtian function			event-based scale factor
WBin	p1(Mean) [MeV]	p2(gamma) [MeV]	p3(sigma) [MeV]	p4
WBin[18]:2.1 GeV	[139,140]	35;[5,200]	35;[5,200]	0.58;[0.0,1.0]