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Contact interaction analysis of pion GTMDs
by
Jia-Lun, Ping
, Jin-Li, Zhang
, Roberts, Craig D
, Zhu-Fang, Cui
in
Distribution functions
/ Domains
/ Form factors
/ Mass distribution
/ Mathematical analysis
/ Neutron stars
/ Partons
/ Pions
/ Pressure distribution
/ Quarks
/ Spatial distribution
/ Stress concentration
/ Transverse momentum
/ Wigner distribution
2021
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Contact interaction analysis of pion GTMDs
by
Jia-Lun, Ping
, Jin-Li, Zhang
, Roberts, Craig D
, Zhu-Fang, Cui
in
Distribution functions
/ Domains
/ Form factors
/ Mass distribution
/ Mathematical analysis
/ Neutron stars
/ Partons
/ Pions
/ Pressure distribution
/ Quarks
/ Spatial distribution
/ Stress concentration
/ Transverse momentum
/ Wigner distribution
2021
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While trying to remove the title from your shelf something went wrong :( Kindly try again later!
Do you wish to request the book?
Contact interaction analysis of pion GTMDs
by
Jia-Lun, Ping
, Jin-Li, Zhang
, Roberts, Craig D
, Zhu-Fang, Cui
in
Distribution functions
/ Domains
/ Form factors
/ Mass distribution
/ Mathematical analysis
/ Neutron stars
/ Partons
/ Pions
/ Pressure distribution
/ Quarks
/ Spatial distribution
/ Stress concentration
/ Transverse momentum
/ Wigner distribution
2021
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Journal Article
Contact interaction analysis of pion GTMDs
2021
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Overview
A contact interaction is used to calculate an array of pion twist-two, -three and -four generalised transverse light-front momentum dependent parton distribution functions (GTMDs). Despite the interaction’s simplicity, many of the results are physically relevant, amongst them a statement that GTMD size and shape are largely prescribed by the scale of emergent hadronic mass. Moreover, proceeding from GTMDs to generalised parton distributions, it is found that the pion’s mass distribution form factor is harder than its electromagnetic form factor, which is harder than the gravitational pressure distribution form factor; the pressure in the neighbourhood of the pion’s core is commensurate with that at the centre of a neutron star; the shear pressure is maximal when confinement forces become dominant within the pion; and the spatial distribution of transversely polarised quarks within the pion is asymmetric. Regarding transverse momentum dependent distribution functions, their magnitude and domain of material support decrease with increasing twist. The simplest Wigner distribution associated with the pion’s twist-two dressed-quark GTMD is sharply peaked on the kinematic domain associated with valence-quark dominance; has a domain of negative support; and broadens as the transverse position variable increases in magnitude.
Publisher
Springer Nature B.V
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