Author

Orlov, Yuri Fyodorovich

9 papers·224 citations in this corpus

	Paper	Category
Apr 28, 2020#42004.12855	The energies and ANCs for 5Li resonances deduced from experimental p- $α$ scattering phase shifts using the effective-range and $Δ$ methods Yu. V. Orlov	nucl-th	NPA	0
Jan 11, 2019#21901.03282	An essential singularity of the cotangent of the Coulomb-nuclear phase shift, and a finite limit of the nuclear part of the effective-range function derived at zero energy Yu. V. Orlov🇷🇺	nucl-th	—	1
Jan 19, 2018#11801.05933	Resonance properties including asymptotic normalization coefficients deduced from phase-shift data without the effective-range function B. F. Irgaziev · Yu. V. Orlov	nucl-th	PRC	9
Feb 17, 2017#51702.04933	Algorithm for the asymptotic nuclear coefficients calculations using phase shift data for charged particles scattering Yu. V. Orlov · B. F. Irgaziev · Jameel-Un Nabi	nucl-th	PRC	27
Sep 1, 2015#51508.07538	Asymptotic normalization coefficients of resonant and bound states from the phase shifts for $α α$ and $α^{12} C$ scattering Yu.V. Orlov · B.F. Irgaziev · L.I. Nikitina	nucl-th	PRC	24
Dec 2, 2014#6*1412.0177	Resonance-state properties from a phase shift analysis with the $S$ -matrix pole method and the effective-range method B.F. Irgaziev · Yu.V. Orlov	nucl-th	PRC	17
Jun 24, 2011#4*1106.4688	Effect of Coulomb Forces on the Position of the Pole in the Scattering Amplitude and on Its Residue Yu.V. Orlov🇷🇺 · B.F. Irgaziev🇺🇿 · L.I. Nikitina🇷🇺	nucl-th	Phys.Atom.Nucl.	13
Nov 26, 2009#1*0911.4655	Bound, virtual and resonance $S$ -matrix poles from the Schrödinger equation A. M. Mukhamedzhanov🇺🇸 · B. F. Irgaziev🇵🇰 · V. Z. Goldberg🇺🇸 · Yu. V. Orlov🇷🇺 · I. Qazi🇵🇰	nucl-th	PRC	38
May 10, 2006#3*hep-ex/0605022	Resonance method of electric-dipole-moment measurements in storage rings Yuri F. Orlov (1 and 2)🇺🇸 · William M. Morse (1)🇺🇸 · Yannis K. Semertzidis (1) ((1) Brookhaven National Laboratory, (2) Cornell University)🇺🇸	↳ hep-ex	PRL	95

The energies and ANCs for 5Li resonances deduced from experimental p- $α$ scattering phase shifts using the effective-range and $Δ$ methods
Yu. V. Orlov
Apr 28, 2020#4nucl-thNPA0 citations
An essential singularity of the cotangent of the Coulomb-nuclear phase shift, and a finite limit of the nuclear part of the effective-range function derived at zero energy
Yu. V. Orlov🇷🇺
Jan 11, 2019#2nucl-th1 citation
Resonance properties including asymptotic normalization coefficients deduced from phase-shift data without the effective-range function
B. F. Irgaziev · Yu. V. Orlov
Jan 19, 2018#1nucl-thPRC9 citations
Algorithm for the asymptotic nuclear coefficients calculations using phase shift data for charged particles scattering
Yu. V. Orlov · B. F. Irgaziev · Jameel-Un Nabi
Feb 17, 2017#5nucl-thPRC27 citations
Asymptotic normalization coefficients of resonant and bound states from the phase shifts for $α α$ and $α^{12} C$ scattering
Yu.V. Orlov · B.F. Irgaziev · L.I. Nikitina
Sep 1, 2015#5nucl-thPRC24 citations
Resonance-state properties from a phase shift analysis with the $S$ -matrix pole method and the effective-range method
B.F. Irgaziev · Yu.V. Orlov
Dec 2, 2014#6*nucl-thPRC17 citations
Effect of Coulomb Forces on the Position of the Pole in the Scattering Amplitude and on Its Residue
Yu.V. Orlov🇷🇺 · B.F. Irgaziev🇺🇿 · L.I. Nikitina🇷🇺
Jun 24, 2011#4*nucl-thPhys.Atom.Nucl.13 citations
Bound, virtual and resonance $S$ -matrix poles from the Schrödinger equation
A. M. Mukhamedzhanov🇺🇸 · B. F. Irgaziev🇵🇰 · V. Z. Goldberg🇺🇸 · Yu. V. Orlov🇷🇺 · I. Qazi🇵🇰
Nov 26, 2009#1*nucl-thPRC38 citations
Resonance method of electric-dipole-moment measurements in storage rings
Yuri F. Orlov (1 and 2)🇺🇸 · William M. Morse (1)🇺🇸 · Yannis K. Semertzidis (1) ((1) Brookhaven National Laboratory, (2) Cornell University)🇺🇸
May 10, 2006#3*↳ hep-exPRL95 citations

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