Range eects on Emov physics in cold atoms
|
|
- Jane Heath
- 6 years ago
- Views:
Transcription
1 Range eects on Emov physics in cold atoms An Eective eld theory approach Chen Ji TRIUMF in collaboration with D. R. Phillips, L. Platter INT workshop, November Canada's national laboratory for particle and nuclear physics Laboratoire national canadien pour la recherche en physique nucléaire et en physique des particules Range eects on Emov physics in cold atoms 1 / 22
2 Universal features at low energies Separation of scales: a l 2-body S-wave universality: B d = 1/Ma 2 Range eects on Emov physics in cold atoms 2 / 22
3 Universal features at low energies Separation of scales: a l 2-body S-wave universality: B d = 1/Ma 2 Physics at large distance is insensitive to physics at short distance Large-distance physics is studied in l/a expansion Eects from SR-dynamics can be included in perturbation theory Range eects on Emov physics in cold atoms 2 / 22
4 Large-scattering-length physics Universal Physics exists in systems with l a Nuclear Physics Few-nucleon systems (NN, NNN): i.e., l t np 1.7 fm, a t np 5.4 fm Halo nuclei ( 6 He, 11 Li) E sep E core [ [ Range eects on Emov physics in cold atoms 3 / 22
5 Large-scattering-length physics Universal Physics exists in systems with l a Nuclear Physics Few-nucleon systems (NN, NNN): i.e., l t np 1.7 fm, a t np 5.4 fm Halo nuclei ( 6 He, 11 Li) E sep E core Unit of a B a r 0 a B (G) 7 Li atoms [Gross et al. '09 Atomic Physics Cold atomic gases ( 133 Cs, 7 Li, 39 K): r 0 and a varies near Feshbach resonance 4 He atoms (dimer, trimer, tetramer): l vdw 7Å, a 100Å 6 He tetramer [D. Blume Range eects on Emov physics in cold atoms 3 / 22
6 Eective eld theory An approach to systems with a separation of scales Systems with l a an EFT with contact interactions Few-nucleon systems pionless EFT Halo nuclei halo EFT Atomic systems short-range EFT Physical quantities are expanded in powers of r 0 /a Contact interactions at LO 2-body contact interaction (LO) introduce a dimer eld = ic 0 C 0 determined by a 2-body observable 3-body contact interaction (LO) = id 0 D 0 determined by a 3-body observable Bedaque, Hammer, van Kolck '99 Range eects on Emov physics in cold atoms 4 / 22
7 Eective eld theory An approach to systems with a separation of scales Systems with l a an EFT with contact interactions Few-nucleon systems pionless EFT Halo nuclei halo EFT Atomic systems short-range EFT Physical quantities are expanded in powers of r 0 /a Contact interactions at LO 2-body contact interaction (LO) introduce a dimer eld = ic C 0 = i 0 =g 2 / ============= 2g C 0 determined by a 2-body observable 3-body contact interaction (LO) = id D 0 0 =3hg 2 / ================= 2 = ih D 0 determined by a 3-body observable Bedaque, Hammer, van Kolck '99 Range eects on Emov physics in cold atoms 4 / 22
8 EFT for 3 identical bosons LO (r 0 /a) 0 EFT Lagrangian for 3 identical bosons ( ) ) L = ψ i ψd (i m 4m d 2 g ( ) d ψψ + h.c +hd dψ ψ+ terms with more derivatives are at higher orders (r 0 /a) n Non-perturbative features at LO atom-atom (dimer) scattering (tune g) atom-dimer scattering (tune h) = + 1 1/a+ik t 0 = + + t 0 + t 0 Bedaque, Hammer, van Kolck '99 Range eects on Emov physics in cold atoms 5 / 22
9 LO renormalization 10 3 Without 3BF: 3-body spectrum: cuto dependent (Λ 1/l) Platter '09 B 3 [B LO 3BF h: tune H(Λ) = Λ 2 h/2mg 2 : x one 3-body observable limit cycle: H(Λ) periodic for Λ Λ(22.7) n Bedaque et al. '00 scaling invariance Emov physics Emov ' Λ [B 2 1/2 Range eects on Emov physics in cold atoms 6 / 22
10 Universal physics at LO Universal features in three-body systems (Emov eects) 3-body spectrum: a function of scattering length a geometric spectrum E n = (22.7) 2 E n1 in the limit a universal relation of recombination features a = a + /4.5 = a /21.3 i.e. a (n) = 22.7a (n1) Zaccanti et al. '09 Range eects on Emov physics in cold atoms 7 / 22
11 Recombination features of cold atoms loss rates of free atoms in ultracold atomic gases 39 K atoms Zaccanti et al. '09 7 Li atoms F = 1, m F = 0 Gross et al. '09 7 Li atoms F = 1, m F = 1 Pollack et al. '09 Pic. credit: Ferlaino, Grimm '10 Range eects on Emov physics in cold atoms 8 / 22
12 Beyond universality: range eects range eects on universal physics 2-body observable: k cot δ 0 = 1 a + r0 2 k2 + 3-body observables: in r 0 /a expansion Previous EFT calculations of r 0 /a corrections (xed a): Hammer, Mehen '01 (NLO) Bedaque, Rupak, Griesshammer, Hammer '03 (N 2 LO, partial iteration) Platter, Phillips '06 (N 2 LO, partial iteration) We perform a rigorous perturbative caluclation NLO (systems with variable a) ultracold atomic gases (r 0/a varies near Feshbach resonance) 3-body recombination N 2 LO (systems with a xed a) 4 He atoms (r 0/a 0.07) 4 He trimer (bound state), atom-dimer phase shift (scattering state) Range eects on Emov physics in cold atoms 9 / 22
13 NLO (r 0 /a) range eects Calculate r 0 /a correction to atom-dimer amplitude NLO correction to atom-atom propagator (dimer): = ir 2π 1/a+ik 0 mg 2 1/a+ik NLO correction to atom-dimer contact term (3BF): = i 2mg2 Λ 2 H 1 (a, Λ) Contribution in 1 st order perturbation theory: NLO dimer: t 0 t 0 NLO 3BF: t 0 t 0 t 0 t 0 NLO 3-body force: H 1 (Λ) = r 0 Λ h 10 (Λ) + r 0 /a h 11 (Λ) a xed: h 11 is absorbed (no additional 3-body input is needed) a varies: one additional 3-body input is needed Range eects on Emov physics in cold atoms 10 / 22
14 NLO three-body 3BF H 1 (Λ) = r 0 Λ h 10 (Λ) + r 0 /a h 11 (Λ) 1 / h 10 (Λ) / h 11 (Λ) Λ/κ * Λ/κ * 1/h 10 (Λ) 1/h 11 (Λ) Range eects on Emov physics in cold atoms 11 / 22
15 In ultracold atomic gases a and r 0 are functions of the magnetic eld 7 Li F = 1, m F = 0 > 7 Li F = 1, m F = 1 > Gross et al. '09 Range eects on Emov physics in cold atoms 12 / 22
16 Recombination of 7 Li Atoms F = 1, m F = 0 10 LO: rn to a NLO: rn to a & a + Gross et al. data 3-body recombination rate of 7 Li atoms NLO (r 0/a) range eects to recombination positions are not shifted by K 3 [1000 a B deep-dimer at LO [Braaten et al. ' a [1000 a B 1 1 Experiment LO LO NLO 3A res a (-) [a B rec min a + [a B Ad res a [a B (44) Gross et al. '09 Machtey et al. '12 Ji, Phillips, Platter '10 Range eects on Emov physics in cold atoms 13 / 22
17 Recombination of 7 Li Atoms F = 1, m F = 0 10 LO: rn to a NLO: rn to a & a + Gross et al. data 3-body recombination rate of 7 Li atoms NLO (r 0/a) range eects to recombination positions are not shifted by K 3 [1000 a B deep-dimer at LO [Braaten et al. ' a [1000 a B 1 1 Experiment LO LO NLO 3A res a (-) [a B rec min a + [a B Ad res a [a B (44) Gross et al. '09 Machtey et al. '12 Ji, Phillips, Platter '10 Range eects on Emov physics in cold atoms 13 / 22
18 Recombination of 7 Li Atoms F = 1, m F = 0 10 LO: rn to a NLO: rn to a & a + Gross et al. data 3-body recombination rate of 7 Li atoms NLO (r 0/a) range eects to recombination positions are not shifted by K 3 [1000 a B deep-dimer at LO [Braaten et al. ' a [1000 a B 1 1 Experiment LO LO NLO 3A res a (-) [a B rec min a + [a B Ad res a [a B (44) Gross et al. '09 Machtey et al. '12 Ji, Phillips, Platter '10 Range eects on Emov physics in cold atoms 13 / 22
19 Recombination of 7 Li Atoms F = 1, m F = 0 10 LO: rn to a NLO: rn to a & a + Gross et al. data 3-body recombination rate of 7 Li atoms NLO (r 0/a) range eects to recombination positions are not shifted by K 3 [1000 a B deep-dimer at LO [Braaten et al. ' a [1000 a B 1 1 Experiment LO LO NLO 3A res a (-) [a B rec min a + [a B Ad res a [a B (44) Gross et al. '09 Machtey et al. '12 Ji, Phillips, Platter '10 Range eects on Emov physics in cold atoms 13 / 22
20 Recombination of 7 Li Atoms 10 2 F = 1, m F = 1 7 Li(mF = 1) recombination [Pollack et al. '09 data disagree with universality by a factor of 2 EFT analysis at NLO agrees with universality K 3 [1000 a B LO: rn to a 1 NLO: rn to a 1 & a a [1000 a B Experiment LO LO NLO [Pollack et al. '09 [Ji et al. '10 3A res a (-) [a B A res a [a B rec min a + [a B (151) Ad res a [a B (55) Range eects on Emov physics in cold atoms 14 / 22
21 Recombination of 7 Li Atoms 10 2 F = 1, m F = 1 7 Li(mF = 1) recombination [Pollack et al. '09 data disagree with universality by a factor of 2 EFT analysis at NLO agrees with universality K 3 [1000 a B LO: rn to a 1 NLO: rn to a 1 & a a [1000 a B Experiment LO LO NLO [Pollack et al. '09 [Ji et al. '10 3A res a (-) [a B A res a [a B rec min a + [a B (151) Ad res a [a B (55) Range eects on Emov physics in cold atoms 14 / 22
22 Recombination of 7 Li Atoms 10 2 F = 1, m F = 1 7 Li(mF = 1) recombination [Pollack et al. '09 data disagree with universality by a factor of 2 EFT analysis at NLO agrees with universality K 3 [1000 a B LO: rn to a 1 NLO: rn to a 1 & a a [1000 a B Experiment LO LO NLO [Pollack et al. '09 [Ji et al. '10 3A res a (-) [a B A res a [a B rec min a + [a B (151) Ad res a [a B (55) Range eects on Emov physics in cold atoms 14 / 22
23 Recombination of 7 Li Atoms 10 2 F = 1, m F = 1 7 Li(mF = 1) recombination [Pollack et al. '09 data disagree with universality by a factor of 2 EFT analysis at NLO agrees with universality K 3 [1000 a B LO: rn to a 1 NLO: rn to a 1 & a a [1000 a B Experiment LO LO NLO [Pollack et al. '09 [Ji et al. '10 3A res a (-) [a B A res a [a B rec min a + [a B (151) Ad res a [a B (55) Range eects on Emov physics in cold atoms 14 / 22
24 Universal relations at NLO 1 a = γ 1 2 r 0γ 2 Ji, Phillips, Platter '12 Range eects on Emov physics in cold atoms 15 / 22
25 Universal relations at NLO 1 a = γ 1 2 r 0γ 2 NLO corrections γ 0 = γ = 0.210γ () 0.939γ () + r 0 (a 0 ) I () 0 γ () + r 0 (a ) I () γ () 2 2 Ji, Phillips, Platter '12 Range eects on Emov physics in cold atoms 15 / 22
26 Universal relations at NLO 1 a = γ 1 2 r 0γ 2 NLO corrections γ 0 = γ = 0.210γ () 0.939γ () + r 0 (a 0 ) I () 0 γ () + r 0 (a ) I () γ () 2 2 Linear correlation at NLO I () = I () 0 Ji, Phillips, Platter '12 Range eects on Emov physics in cold atoms 15 / 22
27 Universal relations at NLO 1 a = γ 1 2 r 0γ 2 NLO corrections γ 0 = γ = 0.210γ () 0.939γ () + r 0 (a 0 ) I () 0 γ () + r 0 (a ) I () γ () 2 2 Linear correlation at NLO I () = I () 0 Universal relation at NLO γ = 0.939γ () r 0 (a )γ () 2 ( r 0(a ) r 0(a 0) γ 0 ) γ () Ji, Phillips, Platter '12 Range eects on Emov physics in cold atoms 15 / 22
28 Universal relations at NLO 1 a = γ 1 2 r 0γ 2 NLO corrections γ 0 = γ = 0.210γ () 0.939γ () + r 0 (a 0 ) I () 0 γ () + r 0 (a ) I () γ () 2 2 Linear correlation at NLO I () = I () 0 Universal relation at NLO γ = 0.939γ () r 0 (a )γ () 2 ( r 0(a ) r 0(a 0) γ 0 ( ) γ = 4.47γ r 0 (a )γ r0(a ) γ () r 0(a () ) γ 0 ) γ () Ji, Phillips, Platter '12 Range eects on Emov physics in cold atoms 15 / 22
29 N 2 LO (r 0 /a) 2 range eects N 2 LO corrections to atom-dimer scattering amplitude: in 2 nd order perturbation theory ( r 2 0/a 2 ): N 2 LO dimer: t 0 t 0 N 2 LO 3BF: t 0 t 0 t 0 t 0 two NLO terms: t 0 t 0 t 0 t 0 t 0 t 0 + t 0 t 0 t 0 + N 2 LO 3-body force: H 2 (E, Λ) = r 2 0 Λ2 h 20 (Λ) + r 2 0 me 3 h 22 (Λ) one additional 3-body input is needed (even when a is xed) c.f. Bedaque et al. '03 & Platter, Phillips '06 Range eects on Emov physics in cold atoms 16 / 22
30 N 2 LO renormalization H 2 = r 2 0 Λ2 h 20 H 2 = r 2 0 Λ2 h 20 + r 2 0 me t h 22 B n (1) [γ n B d (1) B (1) B 1 (1) B Λ [γ B n (0) [γ n B d B 0 (0) B 1 (0) 0.1B 2 (0) Λ [γ a ad LO/NLO/N 2 LO B (1) t = B (1) 0 + r 0 B (1) 1 + r 2 0B (1) 2 a ad LO/NLO/N 2 LO B (1) t N 2 LO B (0) t = B (0) 0 + r 0 B (0) 1 + r 2 0B (0) 2 Range eects on Emov physics in cold atoms 17 / 22
31 NLO three-body 3BF H 2 (Λ) = r 2 0 Λ2 h 20 (Λ) + r 2 0 me t h 22 (Λ) 1 / h 20 (Λ) Λ [γ 1 / h 22 (Λ) Λ [γ 1/h 20 (Λ) 1/h 22 (Λ) [partial version Range eects on Emov physics in cold atoms 18 / 22
32 4 He trimer Input B (1) t [B d B (0) t [B d a ad [γ 1 r ad [γ 1 TTY potential a ad LO a ad NLO a ad, B (1) t N 2 LO B (1) t LO B (1) t NLO B (1) t, a ad N 2 LO Range eects on Emov physics in cold atoms 19 / 22
33 4 He trimer Input B (1) t [B d B (0) t [B d a ad [γ 1 r ad [γ 1 TTY potential a ad LO a ad NLO a ad, B (1) t N 2 LO B (1) t LO B (1) t NLO B (1) t, a ad N 2 LO Range eects on Emov physics in cold atoms 19 / 22
34 4 He trimer Input B (1) t [B d B (0) t [B d a ad [γ 1 r ad [γ 1 TTY potential a ad LO a ad NLO a ad, B (1) t N 2 LO B (1) t LO B (1) t NLO B (1) t, a ad N 2 LO Range eects on Emov physics in cold atoms 19 / 22
35 4 He trimer Input B (1) t [B d B (0) t [B d a ad [γ 1 r ad [γ 1 TTY potential a ad LO a ad NLO a ad, B (1) t N 2 LO B (1) t LO B (1) t NLO B (1) t, a ad N 2 LO Dierence in 2 renormalization schemes (LO NLO N 2 LO): atom-dimer eective range r ad : 5% 0.9% 0.02% ground-state trimer B (0) t : 2% 0.07% 0.9% Range eects on Emov physics in cold atoms 19 / 22
36 4 He trimer Input B (1) t [B d B (0) t [B d a ad [γ 1 r ad [γ 1 TTY potential a ad LO a ad NLO a ad, B (1) t N 2 LO B (1) t LO B (1) t NLO B (1) t, a ad N 2 LO Dierence in 2 renormalization schemes (LO NLO N 2 LO): atom-dimer eective range r ad : 5% 0.9% 0.02% ground-state trimer B (0) t : 2% 0.07% 0.9% Compare with TTY: B (0) t 20% r0b 2 (0) t 0.5 EFT expansion needs to be corrected for deep trimer with U vdw [Gao '98 Range eects on Emov physics in cold atoms 19 / 22
37 He-4 trimer phase shift at N 2 LO a ad B (1) t LO/NLO/N 2 LO N 2 LO B (1) t a ad LO/NLO/N 2 LO N 2 LO kcotδ ad [γ LO (a ad ) NLO (a ad ) N 2 LO (a ad, B t (1) ) kcotδ ad [γ LO (B t (1) ) NLO (B t (1) ) N 2 LO (B t (1), a ad ) k [γ k [γ Range eects on Emov physics in cold atoms 20 / 22
38 Dierence btw 2 renormalization LO NLO N 2 LO kcotδ ad [γ k [γ Range eects on Emov physics in cold atoms 21 / 22
39 Conclusion We studied eective-range corrections on Emov physics in perturbation theory NLO for varying a: recombination in cold atoms H 1 (Λ) = r 0 Λ h 10 (Λ) + r 0 /a h 11 (Λ) one additional 3-body input is needed for NLO renormalization N 2 LO for xed a: He-4 trimer H 2 (E, Λ) = r 2 0Λ 2 h 20 (Λ) + r 2 0mE 3 h 22 (Λ) one additional 3-body data is needed for N 2 LO renormalization Range corrections are also important in nuclear physics Range eects on Emov physics in cold atoms 22 / 22
Pionless EFT for Few-Body Systems
Pionless EFT for Few-Body Systems Betzalel Bazak Physique Theorique Institut de Physique Nucleaire d Orsay Nuclear Physics from Lattice QCD Insitute for Nuclear Theory April 7, 2016 Seattle Betzalel Bazak
More informationOpen Effective Field Theories and Universality
Open Effective Field Theories and Universality H.-W. Hammer Institut für Kernphysik, TU Darmstadt and Extreme Matter Institute EMMI 614. WE-Heraeus Seminar, Bad Honnef, April 18-10, 2016 Open Effective
More informationUniversality in Few- and Many-Body Systems
Universality in Few- and Many-Body Systems Lucas Platter Institute for Nuclear Theory University of Washington Collaborators: Braaten, Hammer, Kang, Phillips, Ji Ultracold Gases the scattering length a
More informationUniversality in Halo Systems
Universality in Halo Systems H.-W. Hammer Helmholtz-Institut für Strahlen- und Kernphysik and Bethe Center for Theoretical Physics Universität Bonn EMMI Physics Days, Darmstadt, Nov. 13-14, 2012 Universality
More informationEfimov Physics and Universality
Efimov Physics and Universality Eric Braaten Ohio State University Bonn University support DOE High Energy Physics DOE Basic Energy Sciences Air Force Office of Scientific Research Army Research Office
More informationFate of the neutron-deuteron virtual state as an Efimov level
Fate of the neutron-deuteron virtual state as an Efimov level Gautam Rupak Collaborators: R. Higa (USP), A. Vaghani (MSU), U. van Kolck (IPN-Orsay/UA) Jefferson Laboratory Theory Seminar, Mar 19, 2018
More informationINTRODUCTION TO EFFECTIVE FIELD THEORIES OF QCD
INTRODUCTION TO EFFECTIVE FIELD THEORIES OF QCD U. van Kolck Institut de Physique Nucléaire d Orsay and University of Arizona Supported in part by CNRS, Université Paris Sud, and US DOE Outline Effective
More informationModern Theory of Nuclear Forces
Evgeny Epelbaum, FZ Jülich & University Bonn Lacanau, 28.09.2009 Modern Theory of Nuclear Forces Lecture 1: Lecture 2: Introduction & first look into ChPT EFTs for two nucleons Chiral Perturbation Theory
More informationEffective Field Theory for Cold Atoms IV
Effective Field Theory for Cold Atoms IV H.-W. Hammer Institut für Kernphysik, TU Darmstadt and Extreme Matter Institute EMMI School on Effective Field Theory across Length Scales, ICTP-SAIFR, Sao Paulo,
More informationNuclear physics around the unitarity limit
Nuclear physics around the unitarity limit Sebastian König Nuclear Theory Workshop TRIUMF, Vancouver, BC February 28, 2017 SK, H.W. Grießhammer, H.-W. Hammer, U. van Kolck, arxiv:1607.04623 [nucl-th] SK,
More informationUniversality in Four-Boson Systems
Universality in Four-Boson Systems M. R. Hadizadeh INPP, Department of Physics & Astronomy, Ohio University hadizadm@ohio.edu Work done in collaboration with: M.T. Yamashita & L. Tomio (UNESP), A. Delfino
More informationPoS(Confinement8)147. Universality in QCD and Halo Nuclei
Helmholtz-Institut für Strahlen- und Kernphysik (Theorie) and Bethe Center for Theoretical Physics, University of Bonn, Germany E-mail: hammer@itkp.uni-bonn.de Effective Field Theory (EFT) provides a powerful
More informationEFT Approaches to αα and Nα Systems
1 EFT Approaches to αα and Nα Systems Renato Higa Kernfysisch Versneller Instituut University of Groningen Simulations and Symmetries, INT Program, Mar. 30, 2010 2 EFT Approaches to αα and Nα Systems Outline
More informationEffective Field Theory and. the Nuclear Many-Body Problem
Effective Field Theory and the Nuclear Many-Body Problem Thomas Schaefer North Carolina State University 1 Schematic Phase Diagram of Dense Matter T nuclear matter µ e neutron matter? quark matter µ 2
More informationTritium β decay in pionless EFT
Ohio University June 0, 207 Recipe for EFT(/π) For momenta p < m π pions can be integrated out as degrees of freedom and only nucleons and external currents are left. Write down all possible terms of nucleons
More informationHadronic parity-violation in pionless effective field theory
Hadronic parity-violation in pionless effective field theory Matthias R. Schindler Ohio University PAVI9 June 25, 29 In collaboration with D. R. Phillips and R. P. Springer Introduction Effective Field
More informationPOWER COUNTING WHAT? WHERE?
POWER COUNTING WHAT? WHERE? U. van Kolck Institut de Physique Nucléaire d Orsay and University of Arizona Supported by CNRS and US DOE 1 Outline Meeting the elephant What? Where? Walking out of McDonald
More informationCoulomb effects in pionless effective field theory
Coulomb effects in pionless effective field theory Sebastian König in collaboration with Hans-Werner Hammer Helmholtz-Institut für Strahlen- und Kernphysik (Theorie) and Bethe Center for Theoretical Physics,
More informationElectroweak Probes of Three-Nucleon Systems
Stetson University July 3, 08 Brief Outline Form factors of three-nucleon systems Hadronic parity-violation in three-nucleon systems Pionless Effective Field Theory Ideally suited for momenta p < m π since
More informationFrom Halo EFT to Reaction EFT
SOTANCP 4 Galveston 2018 From Halo EFT to Reaction EFT Marcel Schmidt Technische Universität Darmstadt and University of Tennessee, Knoxville with H.-W. Hammer (TUD) and L. Platter (UTK) May 15, 2018 May
More informationEvidence for Efimov Quantum states
KITP, UCSB, 27.04.2007 Evidence for Efimov Quantum states in Experiments with Ultracold Cesium Atoms Hanns-Christoph Nägerl bm:bwk University of Innsbruck TMR network Cold Molecules ultracold.atoms Innsbruck
More informationThe NN system: why and how we iterate
The NN system: why and how we iterate Daniel Phillips Ohio University Research supported by the US department of energy Plan Why we iterate I: contact interactions Why we iterate II: pion exchange How
More informationNUCLEAR STRUCTURE AND REACTIONS FROM LATTICE QCD
NUCLEAR STRUCTURE AND REACTIONS FROM LATTICE QCD U. van Kolck Institut de Physique Nucléaire d Orsay and University of Arizona Supported by CNRS and US DOE 1 Outline QCD at Low Energies and the Lattice
More informationThree-body forces: From cold atoms to nuclei
Three-body forces: From cold atoms to nuclei Hans-Werner Hammer Helmholtz-Institut für Strahlen- und Kernphysik (Theorie) and Bethe Center for Theoretical Physics, Universität Bonn, D-53115 Bonn, Germany
More informationPion-nucleon scattering around the delta-isobar resonance
Pion-nucleon scattering around the delta-isobar resonance Bingwei Long (ECT*) In collaboration with U. van Kolck (U. Arizona) What do we really do Fettes & Meissner 2001... Standard ChPT Isospin 3/2 What
More informationCharming Nuclear Physics
Charming Nuclear Physics Masaoki Kusunoki Univ. of Arizona (with Sean Fleming, Tom Mehen, Bira van Kolck) Outline Charming Nuclear Physics Introduction (Nuclear EFT) X(3872) as shallow DD* bound state
More informationTowards first-principle description of electromagnetic reactions in medium-mass nuclei
Canada s National Laboratory for Particle and Nuclear Physics Laboratoire national canadien pour la recherche en physique nucléaire et en physique des particules Towards first-principle description of
More informationQuantum Monte Carlo calculations of two neutrons in finite volume
Quantum Monte Carlo calculations of two neutrons in finite volume Philipp Klos with J. E. Lynn, I. Tews, S. Gandolfi, A. Gezerlis, H.-W. Hammer, M. Hoferichter, and A. Schwenk Nuclear Physics from Lattice
More informationarxiv: v1 [nucl-th] 27 Sep 2016
Charge and Matter Form Factors of Two-Neutron Halo Nuclei in Halo Effective Field Theory at Next-to-leading-order Jared Vanasse, Department of Physics and Astronomy Ohio University, Athens OH 457, USA
More informationFunctional RG for few-body physics
Functional RG for few-body physics Michael C Birse The University of Manchester Review of results from: Schmidt and Moroz, arxiv:0910.4586 Krippa, Walet and Birse, arxiv:0911.4608 Krippa, Walet and Birse,
More informationC.A. Bertulani, Texas A&M University-Commerce
C.A. Bertulani, Texas A&M University-Commerce in collaboration with: Renato Higa (University of Sao Paulo) Bira van Kolck (Orsay/U. of Arizona) INT/Seattle, Universality in Few-Body Systems, March 10,
More informationTHE THREE NUCLEON SYSTEM AT LEADING ORDER OF CHIRAL EFFECTIVE THEORY
THE THREE NUCLEON SYSTEM AT LEADING ORDER OF CHIRAL EFFECTIVE THEORY Young-Ho Song(RISP, Institute for Basic Science) Collaboration with R. Lazauskas( IPHC, IN2P3-CNRS) U. van Kolck (Orsay, IPN & Arizona
More informationEffective Field Theories in Nuclear and Hadron Physics
Effective Field Theories in Nuclear and Hadron Physics Vadim Lensky Theoretical Physics Group, The University of Manchester January 11, 2013 V. Lensky EFTs in Hadron and Nuclear Physics 1 Outline Introduction
More informationUniversality in few-body Systems: from few-atoms to few-nucleons
Home Search Collections Journals About Contact us My IOPscience Universality in few-body Systems: from few-atoms to few-nucleons This content has been downloaded from IOPscience. Please scroll down to
More informationThree-particle scattering amplitudes from a finite volume formalism*
INT-13-53W March 2013 Three-particle scattering amplitudes from a finite volume formalism* Zohreh Davoudi University of Washington *Raul Briceno, ZD, arxiv: 1212.3398 Why a finite volume formalism? Lattice
More informationarxiv:nucl-th/ v4 6 Mar 2000
DOE/ER/40561-57-INT99 TRI-PP-99-24 KRL MAP-248 NT@UW-99-30 Effective Theory of the Triton arxiv:nucl-th/9906032v4 6 Mar 2000 P.F. Bedaque a,1, H.-W. Hammer b,2,3, and U. van Kolck c,d,4 a Institute for
More informationEffective Field Theory for Nuclear Physics! Akshay Vaghani! Mississippi State University!
Effective Field Theory for Nuclear Physics! Akshay Vaghani! Mississippi State University! Overview! Introduction! Basic ideas of EFT! Basic Examples of EFT! Algorithm of EFT! Review NN scattering! NN scattering
More informationimprove a reaction calculation
7Be(p,γ) 8 B: how EFT and Bayesian analysis can improve a reaction calculation Daniel Phillips Work done in collaboration with: K. Nollett (SDSU), X. Zhang (UW) Phys. Rev. C 89, 051602 (2014), Phys. Lett.
More informationEffective Field Theory and. the Nuclear Many-Body Problem
Effective Field Theory and the Nuclear Many-Body Problem Thomas Schaefer North Carolina State University 1 Nuclear Effective Field Theory Low Energy Nucleons: Nucleons are point particles Interactions
More informationThree-body recombination at vanishing scattering lengths
Three-body recombination at vanishing scattering lengths Lev Khaykovich Physics Department, Bar-Ilan University, 5900 Ramat Gan, Israel INT workshop, UW Seattle 05/15/014 RF association of Efimov trimers
More informationCharge State Breeding for the. at TRIUMF
CANADA S NATIONAL LABORATORY FOR PARTICLE AND NUCLEAR PHYSICS Owned and operated as a joint venture by a consortium of Canadian universities via a contribution through the National Research Council Canada
More information(Universal Characteristic )
Tishreen University Journal for Research and Scientific Studies - Basic Sciences Series Vol. No. (Trimer) He Efimov (Universal Characteristic ) (renormalization ) ١٩٥ Tishreen University Journal for Research
More informationAb initio lattice EFT from light to medium mass nuclei Nuclear Lattice EFT Collaboration
Ab initio lattice EFT from light to medium mass nuclei Nuclear Lattice EFT Collaboration Evgeny Epelbaum (Bochum) Hermann Krebs (Bochum) Timo Lähde (Jülich) Dean Lee (NC State) Thomas Luu (Jülich/Bonn)
More informationEffective Field Theory and Ultracold Atoms
Effective Field Theory and Ultracold Atoms Eric Braaten Ohio State University support Department of Energy Air Force Office of Scientific Research Army Research Office 1 Effective Field Theory and Ultracold
More informationWeakly-Bound Systems in Atomic and Nuclear Physics March 2010
Electroweak properties of Weakly- Bound Light Nuclei Weakly-Bound Systems in Atomic and Nuclear Physics March 2010 INSTITUTE FOR NUCLEAR THEORY Collaborators Sonia Bacca Winfried Leidemann, Giuseppina
More informationA path to lepton-nucleus reactions from first principles
Canada s National Laboratory for Particle and Nuclear Physics Laboratoire national canadien pour la recherche en physique nucléaire et en physique des particules A path to lepton-nucleus reactions from
More informationEffective Field Theory for light nuclear systems
Effective Field Theory for light nuclear systems Jimmy Rotureau Chalmers University of Technology, Göteborg, Sweden B. Barrett, University of Arizona, Tucson I. Stetcu, University of Washington, Seattle
More informationLecture 4. Feshbach resonances Ultracold molecules
Lecture 4 Feshbach resonances Ultracold molecules 95 Reminder: scattering length V(r) a tan 0( k) lim k0 k r a: scattering length Single-channel scattering a 96 Multi-channel scattering alkali-metal atom:
More information(Biased) Theory Overview: Few-Body Physics
Image: Peter Engels group at WSU (Biased) Theory Overview: Few-Body Physics Doerte Blume Dept. of Physics and Astronomy, Washington State University, Pullman. With graduate students Kevin M. Daily and
More informationThe few-boson problem near unitarity: recent theory and experiments Chris Greene, Purdue University
The few-boson problem near unitarity: recent theory and experiments Chris Greene, Purdue University Revisiting the 3-body parameter for van der Waals two-body interactions The N>3 boson problem near unitarity
More informationNuclear Reactions in Lattice EFT
Nuclear Reactions in Lattice EFT Gautam Rupak Mississippi State University Nuclear Lattice EFT Collaboration Evgeny Epelbaum (Bochum) Hermann Krebs (Bochum) Timo Lähde (Jülich) Dean Lee (NCSU) Thomas Luu
More informationNucleon Nucleon Forces and Mesons
Canada s ational Laboratory for Particle and uclear Physics Laboratoire national canadien pour la recherche en physique nucléaire et en physique des particules ucleon ucleon Forces and Mesons Sonia Bacca
More informationEFT as the bridge between Lattice QCD and Nuclear Physics
EFT as the bridge between Lattice QCD and Nuclear Physics David B. Kaplan QCHSVII Ponta Delgada, Açores, September 2006 National Institute for Nuclear Theory Nuclear physics from lattice QCD? Not yet,
More informationEffective Field Theory for Cold Atoms I
Effective Field Theory for Cold Atoms I H.-W. Hammer Institut für Kernphysik, TU Darmstadt and Extreme Matter Institute EMMI School on Effective Field Theory across Length Scales, ICTP-SAIFR, Sao Paulo,
More informationU. van Kolck. Institut de Physique Nucléaire d Orsay. and University of Arizona. Supported in part by CNRS, Université Paris Sud, and US DOE
THE NON-PC STORY A SERMON OF ABOUT CHIRAL PC EFT U. van Kolck Institut de Physique Nucléaire d Orsay and University of Arizona Supported in part by CNRS, Université Paris Sud, and US DOE 1 Why? Chiral
More informationPerfect screening of the Efimov effect by the dense Fermi sea
INT Workshop, Seatle 15, May, 2014 Perfect screening of the Efimov effect by the dense Fermi sea University of Tokyo & LKB, ENS Shimpei Endo Outline Perfect screening of the Efimov effect by the dense
More informationAb initio alpha-alpha scattering using adiabatic projection method
Ab initio alpha-alpha scattering using adiabatic projection method Serdar Elhatisari Advances in Diagrammatic Monte Carlo Methods for QFT Calculations in Nuclear-, Particle-, and Condensed Matter Physics
More informationThree-nucleon forces and shell structure of neutron-rich Ca isotopes
Three-nucleon forces and shell structure of neutron-rich Ca isotopes Javier Menéndez Institut für Kernphysik (TU Darmstadt) and ExtreMe Matter Institute (EMMI) NUSTAR Week 3, Helsinki, 9 October 13 Outline
More informationChiral Nuclear Effective Field Theory
Chiral uclear Effective Field Theory U. van Kolck University of Arizona Supported in part by US DOE and Sloan Foundation Background by S. Hossenfelder In emoriam Vijay Pandharipande See talks by Carlson,
More informationarxiv:nucl-th/ v1 22 Sep 2000
1 arxiv:nucl-th/967v1 22 Sep 2 Chiral Dynamics in Few Nucleon Systems E. Epelbaum a, H. Kamada a,b, A. Nogga b, H. Wita la c, W. Glöckle b, and Ulf-G. Meißner a a Forschungszentrum Jülich, Institut für
More informationarxiv: v2 [cond-mat.quant-gas] 1 Sep 2010
Atom-Dimer Scattering in a Three-Component Fermi Gas arxiv:100.0600v2 [cond-mat.quant-gas] 1 Sep 2010 T. Lompe, 1, 2,, T. B. Ottenstein, 1, 2, F. Serwane, 1, 2, K. Viering, 4 A. N. Wenz, 1, 2 G. Zürn,
More informationPath of Momentum Integral in the Skorniakov-Ter-Martirosian Equation
Commun. Theor. Phys. 7 (218) 753 758 Vol. 7, No. 6, December 1, 218 Path of Momentum Integral in the Skorniakov-Ter-Martirosian Equation Chao Gao ( 高超 ) 1, and Peng Zhang ( 张芃 ) 2,3,4, 1 Department of
More informationFew-nucleon contributions to π-nucleus scattering
Mitglied der Helmholtz-Gemeinschaft Few-nucleon contributions to π-nucleus scattering Andreas Nogga, Forschungszentrum Jülich INT Program on Simulations and Symmetries: Cold Atoms, QCD, and Few-hadron
More informationTheory Group Plans and Highlights
CANADA S NATIONAL LABORATORY FOR PARTICLE AND NUCLEAR PHYSICS Owned and operated as a joint venture by a consortium of Canadian universities via a contribution through the National Research Council Canada
More informationChiral Dynamics with Pions, Nucleons, and Deltas. Daniel Phillips Ohio University
Chiral Dynamics with Pions, Nucleons, and Deltas Daniel Phillips Ohio University Connecting lattice and laboratory EFT Picture credits: C. Davies, Jefferson Lab. What is an Effective Field Theory? M=f(p/Λ)
More informationMicroscopically Based Energy Functionals. S.K. Bogner (NSCL/MSU)
Microscopically Based Energy Functionals S.K. Bogner (NSCL/MSU) Dream Scenario: From QCD to Nuclei 2 SciDAC 2 Project Building a Universal Nuclear Energy Density Functional See http://undef.org for details
More informationEfimov states with strong three-body losses
epl draft Efimov states with strong three-body losses Félix Werner (a) Laboratoire Kastler Brossel, École Normale Supérieure, Université Pierre et Marie Curie-Paris 6, CNRS, 24 rue Lhomond, 75231 Paris
More informationOverview of low energy NN interaction and few nucleon systems
1 Overview of low energy NN interaction and few nucleon systems Renato Higa Theory Group, Jefferson Lab Cebaf Center, A3 (ext6363) higa@jlaborg Lecture II Basics on chiral EFT π EFT Chiral effective field
More informationarxiv: v1 [cond-mat.quant-gas] 23 Oct 2017
Conformality Lost in Efimov Physics Abhishek Mohapatra and Eric Braaten Department of Physics, The Ohio State University, Columbus, OH 430, USA arxiv:70.08447v [cond-mat.quant-gas] 3 Oct 07 Dated: October
More informationUnderstanding the proton radius puzzle: Nuclear structure corrections in light muonic atoms
Canada s national laboratory for particle and nuclear physics Laboratoire national canadien pour la recherche en physique nucléaire et en physique des particules Understanding the proton radius puzzle:
More informationEvgeny Epelbaum. Forschungszentrum Jülich & Universität Bonn
Evgeny Epelbaum KHuK Jahrestagung, GSI, 25.10.2007 Evgeny Epelbaum Forschungszentrum Jülich & Universität Bonn Outline Motivation & Introduction Few nucleons in chiral EFT: where do we stand Work in progress:
More informationNucleon-nucleon interaction in covariant chiral effective field theory
Guilin, China The Seventh Asia-Pacific Conference on Few-Body Problems in Physics Nucleon-nucleon interaction in covariant chiral effective field theory Xiu-Lei Ren School of Physics, Peking University
More informationHALO/CLUSTER EFFECTIVE FIELD THEORY. U. van Kolck
Unité mixte de reherhe CNRS-INP3 Université Paris-Sud 9406 Orsay Cedex http://ipnweb.inp3.fr HALO/CLUSTER EFFECTIVE FIELD THEORY U. van Kolk Université Paris-Sud and University of Arizona Supported in
More informationLattice Simulations with Chiral Nuclear Forces
Lattice Simulations with Chiral Nuclear Forces Hermann Krebs FZ Jülich & Universität Bonn July 23, 2008, XQCD 2008, NCSU In collaboration with B. Borasoy, E. Epelbaum, D. Lee, U. Meißner Outline EFT and
More informationModern Theory of Nuclear Forces
Evgeny Epelbaum, FZ Jülich & University Bonn Lacanau, 29.09.2009 Modern Theory of Nuclear Forces Lecture 1: Lecture 2: Lecture 3: Introduction & first look into ChPT EFTs for two nucleons Nuclear forces
More informationPhoto Reactions in Few-Body Systems - From Nuclei to Cold-Atoms
Photo Reactions in Few-Body Systems - From Nuclei to Cold-Atoms Nir Barnea The Racah institute for Physics The Hebrew University, Jerusalem, Israel TRIUMF 14 September 2012 Collaboration Jerusalem, Israel
More informationAlpha particles in effective field theory
Alpha particles in effective field theory. aniu itation: AIP onference Proceedings 625, 77 204; View online: https://doi.org/0.063/.490788 View Table of ontents: http://aip.scitation.org/toc/apc/625/ Published
More informationRecent results in lattice EFT for nuclei
Recent results in lattice EFT for nuclei Dean Lee (NC State) Nuclear Lattice EFT Collaboration Centro de Ciencias de Benasque Pedro Pascua Bound states and resonances in EFT and Lattice QCD calculations
More informationManifestations of Neutron Spin Polarizabilities in Compton Scattering on d and He-3
Manifestations of Neutron Spin Polarizabilities in Compton Scattering on d and He- Deepshikha Choudhury (Collaborators: D. Phillips,. Nogga, R. Hildebrandt) Supported by US-DOE Focus Neutron Spin Polarizabilities
More informationTRIUMF. Three-body forces in nucleonic matter. Weakly-Bound Systems in Atomic and Nuclear Physics. Kai Hebeler (TRIUMF) INT, Seattle, March 11, 2010
Three-body forces in nucleonic matter Kai Hebeler (TRIUMF) INT, Seattle, March 11, 21 TRIUMF A. Schwenk, T. Duguet, T. Lesinski, S. Bogner, R. Furnstahl Weakly-Bound Systems in Atomic and Nuclear Physics
More informationAlex Gezerlis. New Ideas in Constraining Nuclear Forces ECT*, Trento, Italy June 5, 2018
Quantum Monte Carlo interactions with From microscopic to effective Chiral Effective Field Theory Interactions using Quantum Monte Carlo Alex Gezerlis New Ideas in Constraining Nuclear Forces ECT*, Trento,
More informationThe heteronuclear Efimov scenario in an ultracold Bose-Fermi mixture
The heteronuclear Efimov scenario in an ultracold Bose-Fermi mixture Juris Ulmanis, Stephan Häfner, Rico Pires, Eva Kuhnle, and Matthias Weidemüller http://physi.uni-heidelberg.de/forschung/qd RUPRECHT-KARLS-
More informationNeutron matter from chiral effective field theory interactions
Neutron matter from chiral effective field theory interactions Ingo Tews, In collaboration with K. Hebeler, T. Krüger, A. Schwenk, JINA Neutron Stars, May 26, 2016, Athens, OH Chiral effective field theory
More informationChiral effective field theory on the lattice: Ab initio calculations of nuclei
Chiral effective field theory on the lattice: Ab initio calculations of nuclei Nuclear Lattice EFT Collaboration Evgeny Epelbaum (Bochum) Hermann Krebs (Bochum) Timo Lähde (Jülich) Dean Lee (NC State)
More informationExperiments with an Ultracold Three-Component Fermi Gas
Experiments with an Ultracold Three-Component Fermi Gas The Pennsylvania State University Ken O Hara Jason Williams Eric Hazlett Ronald Stites John Huckans Overview New Physics with Three Component Fermi
More informationINTRODUCTION TO NUCLEAR EFFECTIVE FIELD THEORIES
INTRODUCTION TO NUCLEAR EFFECTIVE FIELD THEORIES Ubirajara U. van Kolck Institut de Physique Nucléaire d Orsay and University of Arizona c Supported in part by CNRS and US DOE 1 Simplicity, like everything
More informationTowards an Understanding of Clustering in Nuclei from First Principles
1 Towards an Understanding of Clustering in Nuclei from First Principles Ulf-G. Meißner, Univ. Bonn & FZ Jülich Supported by DFG, SFB/TR-16 and by DFG, SFB/TR-11 and by CAS, PIFI by HGF VIQCD VH-VI-417
More informationCarbon-12 in Nuclear Lattice EFT
Carbon-12 in Nuclear Lattice EFT Nuclear Lattice EFT Collaboration Evgeny Epelbaum (Bochum) Hermann Krebs (Bochum) Timo A. Lähde (Jülich) Dean Lee (NC State) Thomas Luu (Jülich) Ulf-G. Meißner (Bonn/Jülich)
More informationA Pure Confinement Induced Trimer in quasi-1d Atomic Waveguides
A Pure Confinement Induced Trimer in quasi-1d Atomic Waveguides Ludovic Pricoupenko Laboratoire de Physique Théorique de la Matière Condensée Sorbonne Université Paris IHP - 01 February 2018 Outline Context
More informationIntroduction to Quantum Chromodynamics (QCD)
Introduction to Quantum Chromodynamics (QCD) Jianwei Qiu Theory Center, Jefferson Lab May 29 June 15, 2018 Lecture One The plan for my four lectures q The Goal: To understand the strong interaction dynamics
More informationRecirculating Electron Beam Photo-converter for Rare Isotope Production CYC2016
Canada s national laboratory for particle and nuclear physics Laboratoire national canadien pour la recherche en physique nucléaire et en physique des particules Recirculating Electron Beam Photo-converter
More informationEffective Field Theory for Halo Nuclei
Effective Field Theory for Halo Nuclei Dissertation zur Erlangung des Doktorgrades (Dr. rer. nat. der Mathematisch-Naturwissenschaftlichen Fakultät der Rheinischen Friedrich-Wilhelms-Universität Bonn vorgelegt
More informationConstraints on neutron stars from nuclear forces
Constraints on neutron stars from nuclear forces Achim Schwenk Workshop on the formation and evolution of neutron stars Bonn, Feb. 27, 2012 Main points Advances in nuclear forces and nuclear matter theory
More informationUniversal van der Waals Physics for Three Ultracold Atoms
Universal van der Waals Physics for Three Ultracold Atoms Yujun Wang and Paul S. Julienne Joint Quantum Institute, University of Maryland and NIST, College Park, Maryland, 20742, USA arxiv:1404.0483v1
More informationSuper Efimov effect. Sergej Moroz University of Washington. together with Yusuke Nishida and Dam Thanh Son. Tuesday, April 1, 14
Super Efimov effect together with Yusuke Nishida and Dam Thanh Son Sergej Moroz University of Washington Few-body problems They are challenging but useful: Newton gravity Quantum atoms Quantum molecules
More informationAtom-molecule molecule collisions in spin-polarized polarized alkalis: potential energy surfaces and quantum dynamics
Atom-molecule molecule collisions in spin-polarized polarized alkalis: potential energy surfaces and quantum dynamics Pavel Soldán, Marko T. Cvitaš and Jeremy M. Hutson University of Durham with Jean-Michel
More informationENERGY, SCATTERING LENGTH, AND MASS DEPENDENCE
ENERGY, SCATTERING LENGTH, AND MASS DEPENDENCE OF ULTRACOLD THREE-BODY COLLISIONS J.P. D Incao and B.D. Esry Department of Physics Kansas State University Why three-body collisions? Three-body processes
More informationEffective field theory for halo nuclei: shallow p-wave states
Nuclear Physics A 71 (00) 37 58 www.elsevier.com/locate/npe Effective field theory for halo nuclei: shallow p-wave states C.A. Bertulani a, H.-W. Hammer b,u.vankolck c,d a National Superconducting Cyclotron
More informationThree-nucleon forces and neutron-rich nuclei
Three-nucleon forces and neutron-rich nuclei Achim Schwenk Facets of Strong Interaction Physics Hirschegg 40 + Bengt 60, Jan. 18, 2012 Happy Birthday Bengt! Outline Understanding three-nucleon forces Three-body
More informationRG & EFT for nuclear forces
RG & EFT for nuclear forces Andreas Nogga, Forschungszentrum Jülich ECT* school, Feb/March 2006 Low momentum interactions: Using the RG to simplify the nuclear force for many-body calculations. Application
More information