/
iptcotthphim.go
144 lines (118 loc) · 2.47 KB
/
iptcotthphim.go
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// Copyright 2017 The go-hep Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.
package fmom
import (
"math"
)
type IPtCotThPhiM [4]float64
func NewIPtCotThPhiM(pt, eta, phi, m float64) IPtCotThPhiM {
return IPtCotThPhiM([4]float64{pt, eta, phi, m})
}
func (p4 *IPtCotThPhiM) Clone() P4 {
pp := *p4
return &pp
}
func (p4 *IPtCotThPhiM) IPt() float64 {
return p4[0]
}
func (p4 *IPtCotThPhiM) CotTh() float64 {
return p4[1]
}
func (p4 *IPtCotThPhiM) Phi() float64 {
return p4[2]
}
func (p4 *IPtCotThPhiM) M() float64 {
return p4[3]
}
func (p4 *IPtCotThPhiM) Pt() float64 {
ipt := p4.IPt()
return 1 / ipt
}
func (p4 *IPtCotThPhiM) P() float64 {
cotth := p4.CotTh()
ipt := p4.IPt()
return math.Sqrt(1+cotth*cotth) / ipt
}
func (p4 *IPtCotThPhiM) P2() float64 {
cotth := p4.CotTh()
ipt := p4.IPt()
return (1 + cotth*cotth) / (ipt * ipt)
}
func (p4 *IPtCotThPhiM) M2() float64 {
m := p4.M()
return m * m
}
func (p4 *IPtCotThPhiM) TanTh() float64 {
cotth := p4.CotTh()
return 1 / cotth
}
func (p4 *IPtCotThPhiM) SinTh() float64 {
cotth := p4.CotTh()
return 1 / math.Sqrt(1+cotth*cotth)
}
func (p4 *IPtCotThPhiM) CosTh() float64 {
cotth := p4.CotTh()
cotth2 := cotth * cotth
costh := math.Sqrt(cotth2 / (1 + cotth2))
sign := 1.0
if cotth < 0 {
sign = -1.0
}
return sign * costh
}
func (p4 *IPtCotThPhiM) E() float64 {
m := p4.M()
p := p4.P()
if m == 0 {
return p
}
return math.Sqrt(p*p + m*m)
}
func (p4 *IPtCotThPhiM) Et() float64 {
cotth := p4.CotTh()
e := p4.E()
return e / math.Sqrt(1+cotth*cotth)
}
func (p4 *IPtCotThPhiM) Eta() float64 {
cotth := p4.CotTh()
aux := math.Sqrt(1 + cotth*cotth)
return -0.5 * math.Log((aux-cotth)/(aux+cotth))
}
func (p4 *IPtCotThPhiM) Rapidity() float64 {
e := p4.E()
pz := p4.Pz()
return 0.5 * math.Log((e+pz)/(e-pz))
}
func (p4 *IPtCotThPhiM) Px() float64 {
cosphi := p4.CosPhi()
ipt := p4.IPt()
pt := 1 / ipt
return pt * cosphi
}
func (p4 *IPtCotThPhiM) Py() float64 {
sinphi := p4.SinPhi()
ipt := p4.IPt()
pt := 1 / ipt
return pt * sinphi
}
func (p4 *IPtCotThPhiM) Pz() float64 {
cotth := p4.CotTh()
ipt := p4.IPt()
pt := 1 / ipt
return pt * cotth
}
func (p4 *IPtCotThPhiM) CosPhi() float64 {
phi := p4.Phi()
return math.Cos(phi)
}
func (p4 *IPtCotThPhiM) SinPhi() float64 {
phi := p4.Phi()
return math.Sin(phi)
}
func (p4 *IPtCotThPhiM) Set(p P4) {
p4[0] = p.IPt()
p4[1] = p.CotTh()
p4[2] = p.Phi()
p4[3] = p.M()
}