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Featured researches published by F. Mulhauser.


Science | 2013

Proton Structure from the Measurement of 2S-2P Transition Frequencies of Muonic Hydrogen

Aldo Antognini; F. Nez; Karsten Schuhmann; F. D. Amaro; F. Biraben; João Cardoso; D.S. Covita; A. Dax; Satish Dhawan; Marc Diepold; L.M.P. Fernandes; Adolf Giesen; Andrea L. Gouvea; Thomas Graf; T. W. Hänsch; P. Indelicato; L. Julien; Cheng-Yang Kao; P. Knowles; F. Kottmann; Eric-Olivier Le Bigot; Yi-Wei Liu; José A. M. Lopes; L. Ludhova; Cristina M. B. Monteiro; F. Mulhauser; Tobias Nebel; Paul Rabinowitz; Joaquim M. F. Dos Santos; L.A. Schaller

Proton Still Too Small Despite a protons tiny size, it is possible to measure its radius based on its charge or magnetization distributions. Traditional measurements of proton radius were based on the scattering between protons and electrons. Recently, a precision measurement of a line in the spectrum of muonium—an atom consisting of a proton and a muon, instead of an electron—revealed a radius inconsistent with that deduced from scattering studies. Antognini et al. (p. 417; see the Perspective by Margolis) examined a different spectral line of muonium, with results less dependent on theoretical analyses, yet still inconsistent with the scattering result; in fact, the discrepancy increased. A precision spectroscopic measurement of the proton radius indicates a growing discrepancy with respect to scattering results. [Also see Perspective by Margolis] Accurate knowledge of the charge and Zemach radii of the proton is essential, not only for understanding its structure but also as input for tests of bound-state quantum electrodynamics and its predictions for the energy levels of hydrogen. These radii may be extracted from the laser spectroscopy of muonic hydrogen (μp, that is, a proton orbited by a muon). We measured the 2S1/2F=0-2P3/2F=1 transition frequency in μp to be 54611.16(1.05) gigahertz (numbers in parentheses indicate one standard deviation of uncertainty) and reevaluated the 2S1/2F=1-2P3/2F=2 transition frequency, yielding 49881.35(65) gigahertz. From the measurements, we determined the Zemach radius, rZ = 1.082(37) femtometers, and the magnetic radius, rM = 0.87(6) femtometer, of the proton. We also extracted the charge radius, rE = 0.84087(39) femtometer, with an order of magnitude more precision than the 2010-CODATA value and at 7σ variance with respect to it, thus reinforcing the proton radius puzzle.


IEEE Journal of Quantum Electronics | 2009

Thin-Disk Yb:YAG Oscillator-Amplifier Laser, ASE, and Effective Yb:YAG Lifetime

Aldo Antognini; Karsten Schuhmann; F. D. Amaro; F. Biraben; A. Dax; Adolf Giesen; Thomas Graf; T. W. Hänsch; P. Indelicato; L. Julien; Cheng-Yang Kao; Paul E. Knowles; F. Kottmann; E.-O. Le Bigot; Yi-Wei Liu; L. Ludhova; N. Moschuring; F. Mulhauser; Tobias Nebel; F. Nez; Paul Rabinowitz; Catherine Schwob; D. Taqqu; Randolf Pohl

We report on a thin-disk Yb:YAG laser made from a Q-switched oscillator and a multipass amplifier delivering pulses of 48 mJ at 1030 nm. The peculiar requirements for this laser are the short delay time (< 500 ns) between electronic trigger and optical output pulse and the time randomness with which these triggers occur (with trigger to next trigger delay ges 1.5 ms). Details concerning the oscillator dynamics (-switching cycle, intensity stabilization), and the peculiar amplifier layout are given. Simulations of the beam propagation in the amplifier based on the Collins integral and the measured aspherical components of the disk reproduce well the measured beam intensity profiles (with higher order intensity moments) and gains. Measurements of the thermal lens and ASE effects of the disk are also presented. A novel method to deduce the effective Yb:YAG upper state lifetime (under real laser operation and including ASE effects) is presented. That knowledge is necessary to determine gain and stored energy in the active medium and to understand the limiting factors for energy scaling of thin-disk lasers.


Science | 2016

Laser spectroscopy of muonic deuterium

Randolf Pohl; F. Nez; L.M.P. Fernandes; F. D. Amaro; F. Biraben; João Cardoso; D. S. Covita; A. Dax; Satish Dhawan; Marc Diepold; Adolf Giesen; Andrea L. Gouvea; Thomas Graf; T. W. Hänsch; P. Indelicato; L. Julien; Paul E. Knowles; F. Kottmann; Eric-Olivier Le Bigot; Yi-Wei Liu; José A. M. Lopes; L. Ludhova; Cristina M. B. Monteiro; F. Mulhauser; Tobias Nebel; Paul Rabinowitz; Joaquim M. F. Dos Santos; L.A. Schaller; Karsten Schuhmann; Catherine Schwob

The deuteron is too small, too The radius of the proton has remained a point of debate ever since the spectroscopy of muonic hydrogen indicated a large discrepancy from the previously accepted value. Pohl et al. add an important clue for solving this so-called proton radius puzzle. They determined the charge radius of the deuteron, a nucleus consisting of a proton and a neutron, from the transition frequencies in muonic deuterium. Mirroring the proton radius puzzle, the radius of the deuteron was several standard deviations smaller than the value inferred from previous spectroscopic measurements of electronic deuterium. This independent discrepancy points to experimental or theoretical error or even to physics beyond the standard model. Science, this issue p. 669 The charge radius of the deuteron is several standard deviations smaller than the previously accepted value. The deuteron is the simplest compound nucleus, composed of one proton and one neutron. Deuteron properties such as the root-mean-square charge radius rd and the polarizability serve as important benchmarks for understanding the nuclear forces and structure. Muonic deuterium μd is the exotic atom formed by a deuteron and a negative muon μ–. We measured three 2S-2P transitions in μd and obtain rd = 2.12562(78) fm, which is 2.7 times more accurate but 7.5σ smaller than the CODATA-2010 value rd = 2.1424(21) fm. The μd value is also 3.5σ smaller than the rd value from electronic deuterium spectroscopy. The smaller rd, when combined with the electronic isotope shift, yields a “small” proton radius rp, similar to the one from muonic hydrogen, amplifying the proton radius puzzle.


Physical Review Letters | 2007

Measurement of the Rate of Muon Capture in Hydrogen Gas and Determination of the Proton's Pseudoscalar Coupling g P

Va Andreev; T. I. Banks; T. Case; D. B. Chitwood; S. M. Clayton; Km Crowe; J. Deutsch; J. Egger; S.J. Freedman; Va Ganzha; T. Gorringe; F. Gray; David W. Hertzog; M. Hildebrandt; P. Kammel; B. Kiburg; S. Knaack; P.A. Kravtsov; A. G. Krivshich; B. Lauss; K. L. Lynch; Em Maev; Oe Maev; F. Mulhauser; C. S. Özben; C. Petitjean; Ge Petrov; René Prieels; G. N. Schapkin; Gg Semenchuk

The rate of nuclear muon capture by the proton has been measured using a new technique based on a time projection chamber operating in ultraclean, deuterium-depleted hydrogen gas, which is key to avoiding uncertainties from muonic molecule formation. The capture rate from the hyperfine singlet ground state of the microp atom was obtained from the difference between the micro(-) disappearance rate in hydrogen and the world average for the micro(+) decay rate, yielding Lambda(S)=725.0+/-17.4 s(-1), from which the induced pseudoscalar coupling of the nucleon, g(P)(q(2)=-0.88m(2)(micro))=7.3+/-1.1, is extracted.


Physical Review Letters | 2007

Improved measurement of the positive-muon lifetime and determination of the fermi constant

D. B. Chitwood; T. I. Banks; M. J. Barnes; S. Battu; R. M. Carey; S. Cheekatmalla; S. M. Clayton; J. Crnkovic; K. M. Crowe; P. T. Debevec; S. Dhamija; W. Earle; A. Gafarov; K. Giovanetti; T. P. Gorringe; F. Gray; Michael Hance; David W. Hertzog; M. F. Hare; P. Kammel; B. Kiburg; J. Kunkle; B. Lauss; I. Logashenko; Kevin R. Lynch; R. McNabb; J. P. Miller; F. Mulhauser; C. J. G. Onderwater; C. S. Oezben

The mean life of the positive muon has been measured to a precision of 11 ppm using a low-energy, pulsed muon beam stopped in a ferromagnetic target, which was surrounded by a scintillator detector array. The result, tau(micro)=2.197 013(24) micros, is in excellent agreement with the previous world average. The new world average tau(micro)=2.197 019(21) micros determines the Fermi constant G(F)=1.166 371(6)x10(-5) GeV-2 (5 ppm). Additionally, the precision measurement of the positive-muon lifetime is needed to determine the nucleon pseudoscalar coupling g(P).


Physical Review D | 2013

Detailed Report of the MuLan Measurement of the Positive Muon Lifetime and Determination of the Fermi Constant

V. Tishchenko; S. Battu; R. M. Carey; D. B. Chitwood; J. Crnkovic; P. T. Debevec; S. Dhamija; W. Earle; A. Gafarov; K. L. Giovanetti; T. P. Gorringe; F. Gray; Z.S. Hartwig; D. W. Hertzog; B. Johnson; P. Kammel; B. Kiburg; S. Kizilgul; J. Kunkle; B. Lauss; I. Logashenko; Kevin R. Lynch; R. McNabb; J. P. Miller; F. Mulhauser; C. J. G. Onderwater; Q. Peng; J. Phillips; S. Rath; B.L. Roberts

We report results from the MuLan measurement of the positive muon lifetime. The experiment was conducted at the Paul Scherrer Institute using a time-structured surface muon beam and a segmented plastic scintillator array. Two different in-vacuum muon stopping targets were used: a ferromagnetic foil with a large internal magnetic field and a quartz crystal in a moderate external magnetic field. From a total of 1.6 x 10^{12} decays, we obtained the muon lifetime tau_mu = 2196980.3(2.2) ps (1.0 ppm) and Fermi constant G_F = 1.1663787(6) x 10^{-5} GeV^{-2} (0.5 ppm).


Nuclear Instruments & Methods in Physics Research Section A-accelerators Spectrometers Detectors and Associated Equipment | 2003

Behaviour of large-area avalanche photodiodes under intense magnetic fields for VUV- visible- and X-ray photon detection

L.M.P. Fernandes; Aldo Antognini; M. Boucher; C.A.N. Conde; O. Huot; P. Knowles; F. Kottmann; L. Ludhova; F. Mulhauser; Randolf Pohl; L.A. Schaller; J.M.F. dos Santos; D. Taqqu; J.F.C.A. Veloso

The behaviour of large-area avalanche photodiodes for X-rays, visible and vacuum-ultra-violet (VUV) light detection in magnetic fields up to 5 T is described. For X-rays and visible light detection, the photodiode pulse amplitude and energy resolution were unaffected from 0 to 5 T, demonstrating the insensitivity of this type of detector to strong magnetic fields. For VUV light detection, however, the photodiode relative pulse amplitude decreases with increasing magnetic field intensity reaching a reduction of about 24% at 5 T, and the energy resolution degrades noticeably with increasing magnetic field. r 2002 Elsevier Science B.V. All rights reserved. PACS: 07.85.F; 29.40.M; 85.60.D


Hyperfine Interactions | 1999

Laser spectroscopy of the Lamb shift in muonic hydrogen

D. Taqqu; F. Biraben; C.A.N. Conde; T. W. Hänsch; F. J. Hartmann; P. Hauser; P. Indelicato; Paul E. Knowles; F. Kottmann; F. Mulhauser; C. Petitjean; R. Pohl; Paul Rabinowitz; R. Rosenfelder; J.M.F. Santos; W. Schott; L. M. Simons; J.F.C.A. Veloso

The muonic hydrogen atom in the 2s state provides the possibility of achieving high precision laser spectroscopy experiments from which a high precision value of the proton radius can be deduced. This will ultimately allow an increased precision in the test of QED in bound systems. Important progress has been made in recent years in the ability to stop muons in a low pressure gas target and in the understanding of the 2s-metastability in muonic hydrogen. As a consequence the 2s–2p laser spectroscopy experiment is now feasible and we present here the basic experimental concept considered by our collaboration.


Hyperfine Interactions | 2001

The Muonic Hydrogen Lamb Shift Experiment at PSI

F. Kottmann; W. Amir; F. Biraben; C.A.N. Conde; Satish Dhawan; T. W. Hänsch; F. J. Hartmann; V. W. Hughes; O. Huot; P. Indelicato; L. Julien; P. Knowles; S. Kazamias; Yi-Wei Liu; F. Mulhauser; F. Nez; Randolf Pohl; Paul Rabinowitz; J.M.F. dos Santos; L.A. Schaller; H. Schneuwly; W. Schott; D. Taqqu; J.F.C.A. Veloso

A measurement of the 2S Lamb shift in muonic hydrogen (μ−p) is being prepared at the Paul Scherrer Institute (PSI). The goal of the experiment is to measure the energy difference ΔE(25P3/2−23S1/2) by laser spectroscopy (λ≈6μm) to a precision of 30 ppm and to deduce the root mean square (rms) proton charge radius with 10−3 relative accuracy, 20 times more precise than presently known.An important prerequisite to this experiment is the availability of long-lived μp2S-atoms. A 2S-lifetime of ∼1 μs – sufficiently long to perform the laser experiment – at H2 gas pressures of 1–2 hPa was deduced from recent measurements of the collisional 2S-quenching rate. A new low-energy negative muon beam yields an order of magnitude more muon stops in a small low-density gas volume than a conventional cloud muon beam. A stack of ultra-thin carbon foils is the key element of a fast detector for keV-muons. The development of a 2 keV X-ray detector and a 3-stage laser system providing 0.5 mJ laser pulses at 6 μm is on the way.


Journal of Instrumentation | 2007

Characterization of large area avalanche photodiodes in X-ray and VUV-light detection

L.M.P. Fernandes; F. D. Amaro; Aldo Antognini; João Cardoso; C.A.N. Conde; O. Huot; Paul E. Knowles; F. Kottmann; J. A. M. Lopes; L. Ludhova; C.M.B. Monteiro; F. Mulhauser; Randolf Pohl; J.M.F. dos Santos; L.A. Schaller; D. Taqqu; J.F.C.A. Veloso

The present manuscript reviews our RD this may be compromised by the non-linearity between gains measured for X-rays and VUV-light. The gain was found to be lower for X-rays than for VUV light, especially at higher bias voltages. For 5.9 keV X-rays, gain variations of 10% and 6% were measured relative to VUV light produced in argon ( ~ 128 nm) and xenon ( ~ 172 nm) for gains of about 200. The effect of temperature on the LAAPD performance was investigated for X-ray and VUV-light detection. Gain variations of more than -4% per oC were measured for 5.9 keV X-rays for gains above 200, while for VUV light variations are larger than -5% per oC. The energy resolution was found to improve with decreasing temperature, what is mainly attributed to dark current. The excess noise factor, another contribution to the energy resolution, was experimentally determined and found to be independent of temperature, increasing linearly with gain, from 1.8 to 2.3 for a 50-300 gain range. The LAAPD response under intense magnetic fields up to 5 Tesla was investigated. While for X-ray detection the APD response practically does not vary with the magnetic field, for 172 nm VUV light a significant amplitude reduction of more than 20% was observed.

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C. Petitjean

Paul Scherrer Institute

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L. Ludhova

University of Fribourg

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J. Zmeskal

Austrian Academy of Sciences

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