4,433 research outputs found
T-odd generalized and quasi transverse momentum dependent parton distribution in a scalar spectator model
Generalized transverse momentum dependent parton distributions (GTMDs), as
mother funtions of transverse momentum dependent parton distributions (TMDs)
and generalized parton distributions (GPDs), encode the most general parton
structure of hadrons. We calculate four twist-two time reversal odd GTMDs of
pion in a scalar spectator model. We study the dependence of GTMDs on the
longitudinal momentum fraction carried by the active quark and the
transverse momentum for different values of skewness defined
as the longitudinal momentum transferred to the proton as well as the total
momentum transferred to the proton. In addition, the
quasi-TMDs and quasi-GPDs of pion have also been investigated in this paper
Searches for the Anomalous FCNC Top-Higgs Couplings with Polarized Electron Beam at the LHeC
In this paper, we study the single top and Higgs associated production in the top-Higgs FCNC couplings at the LHeC with the electron beam
energy of = 60 GeV and = 120 GeV, combination of a 7 TeV and 50
TeV proton beam. With the possibility of e-beam polarization ( = 0,
), we distinct the Cut-based method and the Multivariate Analysis (MVA)
based method, and compare with the current experimental and theoretical limits.
It is shown that the branching ratio Br can be probed to 0.113
(0.093) , 0.071 (0.057) , 0.030 (0.022) and 0.024 (0.019)
with the Cut-based (MVA-based) analysis at (, ) = (7 TeV, 60
GeV), (, ) = (7 TeV, 120 GeV), (, ) = (50 TeV, 60
GeV) and (, ) = (50 TeV, 120 GeV) beam energy and 1
level. With the possibility of e-beam polarization, the expected limits can be
probed down to 0.090 (0.073) , 0.056 (0.045) , 0.024 (0.018) and
0.019 (0.015) , respectively.Comment: 13pages, 5 figures. Advance in High Energy Physic
Exploring the Anomalous Top-Higgs FCNC Couplings at the electron proton colliders
We perform an updated analysis on the searches for the anomalous FCNC Yukawa
interactions between the top quark, the Higgs boson, and either an up or charm
quark (). We probe the observability of the FCNC top-Higgs
couplings through the processes (signal.I) and (singal.II) at the
proposed electron proton (ep) colliders, where the Higgs boson decays to a pair. We find that at the high luminosity (1 ) ep
colliders where the electrons have a polarisation of and electron
energy is typical 60 GeV, the 2 upper limit on are
() at the 7TeV@LHeC(50TeV@FCC-eh) for
signal.I and () for signal.II. We also
give an estimate on how the sensitivity (take signal.I as examples) would
change when we reduce the electron beam energy from 60 GeV to 50 GeV or even 40
GeV due to the cost reason. The conclusion is that the discovery potential
reduce () if the electron beam change from 60GeV to 50(40) GeV
at the 7TeV LHeC, and () at the 50 TeV FCC-eh.Comment: 8 figures. 4 tables. 26 page
Investigation of intracavity phase interferometry applied to nano-metrology
Intracavity phase interferometry is sensing technique developed at UNM, in which a physical quantity to be measured is put as integral part of a mode-locked laser. It relies on the fact that any intracavity phase shift of an intracavity pulse will result in a frequency change of the whole pulse train. The implementations of IPI requires the operation of a mode-locked laser in which two pulses circulate independently, i.e. with no phase coupling between them. IPI has been demonstrated with a variety of laser systems, to detect either non-reciprocal effects (such as rotation, magnetic field), or phase changes that can be made periodic at the repetition rate of the laser cavity. The purpose of this work is to study the feasibility of applying this technique to the measurement of non-periodic (i.e. slow) changes in optical path. The new concept to measure sub-nanometer displacement uses an optoelectronic modulator (EOM) inside the cavity. The operation of the mode-locked laser after insertion of such an element in its cavity is analyzed. Several laser systems have been tried for the implementation of IPI. Two of them are presented in this thesis. The first one is a Nd:YVO4 laser, mode-locked by a multiple quantum wells (MQW) saturable absorber. The presence of a solid state saturable absorber introduced a dead band in the beat note response of the system. A new coupling between group and phase velocity was discovered experimentally, and explained through simulation. This coupling affects negatively the operation of the system, since the repetition rate is no longer a reliable fixed quantity. The coupling could be eliminated by replacing the MQW with a dye jet absorber. A first demonstration of a slow optical path change (in the nm range) was made. The system that appeared at first the most promising is the intracavity optical parametric oscillator (OPO) synchronously pumped by a mode-locked Ti:Sapphire lasers. Bringing the unstable behavior of that laser under control proved considerably more difficult than anticipated, and led to an extensive theoretical analysis of the laser. The instabilities arise from both intensity and phase fluctuations in the OPO pulse train. We simulate the second order nonlinear interactions taking place inside the nonlinear crystal of the OPO, using a new approach in the frequency domain, valid down to a few optical cycles, and taking into account the dispersion of the crystal to all orders. Phase mismatched processes draw our attention as they introduce large effective nonlinear refractive indices (creating self-phase- and crossphase- modulation) that result in a coupling of intensity and phase instabilities. A full numerical model of coupled Ti:Sapphire and OPO cavities is established by parameterizing the gain, loss, dispersion and nonlinearities. The pulse evolution of both Ti:Sapphire and OPO is examined at each cavity round trip using the ABCD matrix method in temporal domain invented in this dissertation. The simulation reproduces the observed unstable operation. However, islands of stability are found. That is an operation observed to be stable against perturbation of any of the parameters
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