Fit the butanol distribution using several kinds of functions

Voigtian function Gaussian function Breit-Wigner function



Topology: γ p -> p π+ ( π- )

Voigtian Function

WBin voigtian function event-based scale factor
p1(Mean) [MeV] p2(gamma) [MeV] p3(sigma) [MeV] p4
WBin[08]:1.6 GeV [139,140] 35;[5,200] 35;[5,200] 0.58;[0.0,1.0]
WBin voigtian function event-based scale factor
p1(Mean) [MeV] p2(gamma) [MeV] p3(sigma) [MeV] p4
WBin[08]:1.6 GeV [139,140] 35;[5,200] 35;[5,200] 0.46
WBin voigtian function event-based scale factor
p1(Mean) [MeV] p2(gamma) [MeV] p3(sigma) [MeV] p4
WBin[08]:1.6 GeV [139,140] 35;[5,200] 35;[5,200] 0.56
WBin voigtian function event-based scale factor
p1(Mean) [MeV] p2(gamma) [MeV] p3(sigma) [MeV] p4
WBin[08]:1.6 GeV [139,140] 35;[5,200] 35;[5,200] 0.60
WBin voigtian function event-based scale factor
p1(Mean) [MeV] p2(gamma) [MeV] p3(sigma) [MeV] p4
WBin[08]:1.6 GeV [139,140] 5.2 35;[5,200] 0.60
WBin voigtian function event-based scale factor
p1(Mean) [MeV] p2(gamma) [MeV] p3(sigma) [MeV] p4
WBin[08]:1.6 GeV [139,140] 35;[5,200] 35;[5,200] 0.62
WBin voigtian function event-based scale factor
p1(Mean) [MeV] p2(gamma) [MeV] p3(sigma) [MeV] p4
WBin[08]:1.6 GeV [139,140] 35;[5,200] 35;[5,200] 0.64



Topology: γ p -> p π- ( π+ )

Voigtian Function

WBin voigtian function event-based scale factor
p1(Mean) [MeV] p2(gamma) [MeV] p3(sigma) [MeV] p4
WBin[08]:1.6 GeV [139,140] 35;[5,200] 35;[5,200] 0.58;[0.0,1.0]
WBin voigtian function event-based scale factor
p1(Mean) [MeV] p2(gamma) [MeV] p3(sigma) [MeV] p4
WBin[08]:1.6 GeV [139,140] 5.2 35;[5,200] 0.60