21 results on '"L. S. Cardman"'
Search Results
2. Energy dependence of the form factor for elastic electron scattering fromC12
- Author
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L. S. Cardman, E.A.J.M. Offermann, H. Miska, C. de Vries, C. W. de Jager, and H. de Vries
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Elastic scattering ,Nuclear reaction ,Physics ,Nuclear and High Energy Physics ,Charge radius ,Scattering ,Momentum transfer ,Charge density ,Born approximation ,Atomic physics ,Energy (signal processing) - Abstract
A static analysis of measurements of $^{12}\mathrm{C}$ elastic electron-scattering cross sections demonstrates unambiguously the existence of a form-factor energy dependence beyond that due to Coulomb distortion effects. This energy dependence increases smoothly as a function of momentum transfer and incident energy in the region covered by the experiments (1.0${\mathit{q}}_{\mathrm{eff}}$2.3 ${\mathrm{fm}}^{\mathrm{\ensuremath{-}}1}$, 240${\mathit{E}}_{0}$690 MeV). Outside the first diffraction minimum the discrepancies between the form factors deduced from data obtained at different energies are as large as 5%; in the minimum discrepancies as large as 18% have been observed. Including dispersion corrections which are reasonably compatible with this observed energy dependence in the analysis of the data increases the rms charge radius deduced for $^{12}\mathrm{C}$ by 0.007 to 2.478(9), fm, which is in excellent agreement with the value from muonic x-ray studies.
- Published
- 1991
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3. Use of the (e,e’n) reaction to study the giant multipole resonances inSn116
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S. Dolfini, Bolme Go, E. A. Ammons, P. L. Cole, A. J. Linzey, L. S. Cardman, Costas N. Papanicolas, Joseph B. Mandeville, A. Serdarevi, R. A. Miskimen, S. E. Williamson, J. R. Deininger, P. E. Mueller, B. L. Miller, and J. D. T. Arruda-Neto
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Physics ,Nuclear reaction ,Nuclear and High Energy Physics ,Computer Science::Information Retrieval ,Giant resonance ,Hadron ,Resonance ,Inelastic scattering ,Atomic physics ,Nucleon ,Multipole expansion ,Random phase approximation - Abstract
The giant multipole resonances in {sup 116}Sn have been studied using the ({ital e},{ital e}{prime}{ital n}) reaction. Data were taken at effective momentum transfers of 0.37, 0.45, and 0.55 fm{sup {minus}1} and a multipole analysis of the data was performed. The inferred multipole strength functions identify the {ital E}2 and {ital E}0 resonances as distinct peaks at 12.2 and 17.9 MeV, respectively. The energy-weighted sum-rule strengths for the {ital E}2 and {ital E}0 resonances, obtained using a Lorentzian fit to the data, are 34{plus minus}13% and 93{plus minus}37%. When compared with results from alpha scattering and pion scattering the sum-rule strengths exhibit approximate agreement, but the {ital E}0 strength identified in this measurement lies at higher excitation energy, consistent with the trend observed in heavier nuclei. The ({ital e},{ital e}{prime}{ital n}) data are compared with a continuum random phase approximation (RPA) calculation of the {ital E}2 and {ital E}0 strengths, and with an open-shell RPA calculation of the {ital E}2 strength. Both calculations disagree with the data in the region of the {ital E}2 resonance.
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- 1991
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4. Photofission ofU238with monochromatic gamma rays in the energy range 11–16 MeV
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S. Hoblit, L. S. Cardman, H. Ströher, R. T. Jones, P. T. Debevec, U. Kneissl, T. Weber, W. Wilke, and Alan M. Nathan
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Physics ,Nuclear reaction ,Nuclear and High Energy Physics ,Angular momentum ,Photon ,Mass distribution ,Fission ,Computer Science::Information Retrieval ,Photofission ,Gamma ray ,Nuclear physics ,Atomic physics ,Nuclear Experiment ,Anisotropy - Abstract
We have measured the angular and mass distributions of the fragments from photofission of {sup 238}U using tagged photons with energies between 11 and 16 MeV. The fission fragments were detected by a 4{pi} arrangement of position-sensitive parallel-plate avalanche counters. Anisotropic angular distributions have been observed for the first time in the energy range where second-chance fission becomes energetically possible. A consistent assignment of {ital J}{sup {pi}} and {ital K} for the fission channels in {sup 237}U has been deduced from a combined analysis of ({gamma},{ital nf}) and ({ital e},{ital e}{prime}{ital f}) data. A clear relationship between the anisotropies and the fragment mass asymmetry has also been established. This correlation, together with the energy dependence of the angular distribution parameters, points to a possible interpretation of the results in terms of a recent theoretical model incorporating multiple exit channels in fission.
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- 1990
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5. Publisher's Note: Proton elastic form factor ratios toQ2=3.5GeV2by polarization transfer [Phys. Rev. C 71, 055202 (2005)]
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R. J. Woo, Justin I. McIntyre, K. Wijesooriya, M. Khayat, P.Y. Bertin, C. F. Perdrisat, E. A. J. M. Offermann, Riad Suleiman, Y. Roblin, X. Jiang, A. Gasparian, R. A. Lindgren, J. J. LeRose, L. S. Cardman, J. Berthot, S. Malov, P. Vernin, J. A. Templon, L. Bimbot, V. Gorbenko, B. Diederich, D. S. Brown, Bogdan Wojtsekhowski, L. Todor, S. K. Nanda, S. Churchwell, Z. L. Zhou, Richard Madey, M. K. Jones, N. M. Piskunov, Shalev Gilad, E. Chudakov, K. A. Aniol, D. S. Dale, H. Voskanyan, Nilanga Liyanage, Brian Raue, G. M. Huber, F. Garibaldi, T. Saito, George Dan Zainea, G. G. Petratos, M. Kuss, Laird Kramer, A. V. Glamazdin, Z. Chai, G. Rutledge, David L. Prout, G. J. Kumbartzki, E. Lakuriki, G. J. Lolos, M. B. Epstein, G. Laveissière, B. D. Milbrath, C. Glashausser, Mauro Iodice, Lubomir Pentchev, S. Frullani, J. Y. Mougey, R. Roche, R. Michaels, A. Deur, R. L. Meer, A. J. Sarty, J. P. Chen, C. W. Jager, M. Liang, G. Quéméner, Branislav Vlahovic, H. Fonvieille, Andre Fleck, G. M. Urciuoli, C. R. Howell, J. R. Calarco, C. C. Chang, E. J. Brash, A. Green, D. J. Margaziotis, William Bertozzi, T. Smith, Ronald Gilman, J. Gao, R. I. Pomatsalyuk, Pavel Sorokin, Pete Markowitz, P. E. Ulmer, Kevin Fissum, W. Kahl, R. De Leo, K. McCormick, W.U. Boeglin, S. Strauch, G. M. Gerstner, J.-O. Hansen, Z. Papandreou, A. Besson, P. M. Rutt, Ronald Ransome, J. Domingo, F. Xiong, A. Saha, S. Jaminion, E. Cisbani, F. T. Baker, V. A. Punjabi, Jonatan Piedra Gomez, R. Macri, James J. Kelly, L. A. Ewell, and K. Takahashi
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Physics ,Elastic scattering ,Nuclear physics ,Nuclear and High Energy Physics ,Particle physics ,Proton ,010308 nuclear & particles physics ,0103 physical sciences ,010306 general physics ,Polarization (waves) ,01 natural sciences ,Typographical error - Abstract
This paper was published online on 20 May 2005 without several of the authors' corrections incorporated. Equation (13) has been replaced. The captions of Figs. 16--18 have also been replaced. Typographical errors on pages 4, 6, 14, 15, 18, 19, 22, and 24 have all been corrected. The paper has been corrected as of 8 June 2005. The text is correct in the printed version of the journal.
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- 2005
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6. Dynamics of the quasielasticO16(e,e′p)reaction atQ2≈0.8(GeV∕c)2
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A. V. Glamazdin, E. A.J.M. Offermann, Seigo Kato, D. M. Manley, H. Fonvieille, R. Roche, S. Malov, P.Y. Bertin, E. Burtin, M. Holtrop, J. Gomez, Jing Zhao, Nilanga Liyanage, R. W. Lourie, R. Michaels, S. Jaminion, R. Holmes, T. Terasawa, Vincent Breton, D. J. Margaziotis, Branislav Vlahovic, H. Voskanyan, C. Jutier, W. Kahl, F. T. Baker, C. F. Perdrisat, Leonid Levchuk, J. M. Finn, R. I. Pomatsalyuk, V. A. Punjabi, K. Joo, David L. Prout, Olivier Ravel, H. Ueno, Bogdan Wojtsekhowski, K. McCormick, P. Vernin, P. E. Ulmer, S. K. Nanda, S. Kerhoas, J. Y. Mougey, L. B. Auerbach, A. Leone, T. Pussieux, L. S. Cardman, Y. Roblin, S. van Verst, R. A. Lindgren, J. J. LeRose, G. M. Huber, Z. Papandreou, J. A. Templon, F. Garibaldi, T. Saito, M. Khayat, Dimitri Debruyne, P. M. Rutt, V. Gorbenko, B. Frois, Kevin Fissum, D. Neyret, G. G. Petratos, A. Saha, Z. E. Meziani, B. Diederich, C. E. Hyde-Wright, G. Rutledge, L. Bimbot, James J. Kelly, K. Kino, M. Liang, Wolfgang Korsch, J. S. McCarthy, T. P. Smith, G. Quéméner, S. Platchkov, Mauro Iodice, Kazushige Maeda, L. Todor, K. Wijesooriya, Justin I. McIntyre, J. W. Watson, Larry Weinstein, J. Martino, C. R. Howell, Hiroaki Tsubota, J. P. Chen, J. R. Calarco, N. d'Hose, Jan Ryckebusch, Z. L. Zhou, G. M. Urciuoli, D. G. Zainea, Ronald Gilman, Ronald Ransome, R. L.J. van der Meer, C. C. Chang, D. Rowntree, K. S. Kumar, J. Gao, B. D. Anderson, G. J. Lolos, M. B. Epstein, Pavel Sorokin, Laird Kramer, G. J. Kumbartzki, G. Laveissière, M. K. Jones, A. Gasparian, R. Madey, William Bertozzi, W. U. Boeglin, Pete Markowitz, D. S. Dale, M. Khandaker, V. Zeps, Roberto Perrino, R. De Leo, E. Cisbani, J. Berthot, S. Frullani, H. Breuer, E. J. Brash, J. R. Vignote, T. P. Gorringe, J. M. Udías, F. W. Hersman, L. A. Ewell, J. Domingo, Gordon D. Cates, Paul Souder, A. Serdarevic-Offermann, A. Deur, C. Cavata, A. Soldi, J.E. Ducret, A. J. Sarty, P. Djawotho, C. Glashausser, R. Suleiman, Shalev Gilad, C. W. de Jager, and K. A. Aniol
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Physics ,Nuclear and High Energy Physics ,Proton ,010308 nuclear & particles physics ,media_common.quotation_subject ,Two-body problem ,01 natural sciences ,Asymmetry ,Eikonal approximation ,Nuclear physics ,Classical mechanics ,0103 physical sciences ,Isobar ,010306 general physics ,Relativistic quantum chemistry ,Glauber ,Oxygen-16 ,media_common - Abstract
The physics program in Hall A at Jefferson Lab commenced in the summer of 1997 with a detailed investigation of the ^(16)O(e,e′p) reaction in quasielastic, constant (q,ω) kinematics at Q^2≈0.8(GeV/c)^2, q≈1GeV/c, and ω≈445MeV. Use of a self-calibrating, self-normalizing, thin-film waterfall target enabled a systematically rigorous measurement. Five-fold differential cross-section data for the removal of protons from the 1p-shell have been obtained for 0
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- 2004
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7. Backward electroproduction ofπ0mesons on protons in the region of nucleon resonances at four momentum transfer squaredQ2=1.0GeV2
- Author
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P.Y. Bertin, M. K. Jones, B. D. Anderson, G. J. Lolos, M. B. Epstein, S. Frullani, R. W. Lourie, Jing Zhao, W. Kahl, M. Kuss, J. W. Watson, Y. Roblin, Bogdan Wojtsekhowski, William Bertozzi, L. S. Cardman, D. Neyret, S. Jaminion, R. Michaels, S. Platchkov, F. T. Baker, H. Ueno, Pete Markowitz, R. Di Salvo, T. Terasawa, Vincent Breton, M. Khayat, J. Martino, Raphael Noel Tieulent, Sebastien Incerti, A. Saha, L. B. Auerbach, E. J. Brash, G. E. Dodge, V. A. Punjabi, R. A. Lindgren, Richard Madey, G. J. Kumbartzki, G. Laveissière, Z. Papandreou, J. J. LeRose, P. M. Rutt, O. Ravel, Roberto Perrino, R. De Leo, D. J. Margaziotis, J. A. Templon, Ronald Ransome, D. Rowntree, M. Baylac, J. P. Chen, A. Deur, P. Vernin, B. Frois, G. G. Petratos, Z. E. Meziani, K. Kino, E. Chudakov, J. O. Hansen, Justin I. McIntyre, R. I. Pomatsalyuk, K. Wijesooriya, Hiroaki Tsubota, A. Ketikyan, Z. L. Zhou, K. Soldi, A. Serdarevic, L. Bimbot, H. Breuer, M. Liang, R. Van de Vyver, G. M. Urciuoli, A. T. Katramatou, L. C. Alexa, G. Quéméner, V. Gorbenko, F. Renard, N. d'Hose, S. K. Nanda, S. Malov, E. Burtin, J. Domingo, C. R. Howell, J. R. Calarco, J. M. Finn, S. Kerhoas, M. Holtrop, J. Gomez, Thomas E. Smith, C. F. Perdrisat, C. Glashausser, E. Cisbani, W. U. Boeglin, Philippe Grenier, Latifa Elouadrhiri, G. Audit, A. Gasparian, C. E. Hyde-Wright, L. Todor, A. Leone, L. Tiator, S. Mehrabyan, L. A. Ewell, Kazushige Maeda, C. Furget, D. M. Manley, Kevin Fissum, D. G. Zainea, J. Jardillier, J. Gao, K. Arundell, R. Holmes, G. Rutledge, C. C. Chang, L. Van Hoorebeke, K. S. Kumar, Ronald Gilman, K. McCormick, Mauro Iodice, Nilanga Liyanage, H. Fonvieille, Pierre A.M. Guichon, Pavel Sorokin, Larry Weinstein, P. E. Ulmer, Paul Souder, A. V. Glamazdin, Haiyan Gao, R. L.J. van der Meer, S. Kox, G. M. Huber, F. Garibaldi, T. Saito, Richard Wilson, Laird Kramer, J. Y. Mougey, E. Voutier, Branislav Vlahovic, F. Merchez, G. Fournier, James J. Kelly, C. Marchand, Seigo Kato, G. W. Miller, H. Voskanyan, C. Jutier, David L. Prout, T. Pussieux, W. M. Zhang, J. Berthot, R. Suleiman, C. Cavata, S.S. Kamalov, G. Smirnov, A. J. Sarty, Shalev Gilad, C. W. de Jager, K. A. Aniol, E. A.J.M. Offermann, N. Degrande, J. Marroncle, D. Marchand, E. Tomasi-Gustaffson, J. S. Real, and D. S. Dale
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Physics ,Nuclear and High Energy Physics ,Particle physics ,Meson ,010308 nuclear & particles physics ,Nuclear Theory ,Hadron ,Momentum transfer ,Sigma ,01 natural sciences ,Nuclear physics ,Baryon ,Pion ,0103 physical sciences ,High Energy Physics::Experiment ,Nuclear Experiment ,010306 general physics ,Nucleon ,Lepton - Abstract
Exclusive electroproduction of pi{sup 0} mesons on protons in the backward hemisphere has been studied at Q2 = 1.0 GeV2 by detecting protons in the forward direction in coincidence with scattered electrons from the 4 GeV electron beam in Jefferson Lab's Hall A. The data span the range of the total (gamma*p) center-of-mass energy W from the pion production threshold to W = 2.0 GeV. The differential cross sections sigma{sub T} + epsilon sigma{sub L}, sigma{sub TL}, and sigma{sub TT} were separated from the azimuthal distribution and are presented together with the MAID and SAID parameterizations.
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- 2004
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8. Plane-wave impulse approximation extraction of the neutron magnetic form factor from quasielastic3He→(e→,e′)atQ2=0.3to0.6(GeV/c)2
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G. G. Petratos, Z. E. Meziani, J. M. Finn, A. Saha, W. Xu, J. P. Chen, D. Pripstein, J. S. Jensen, C. E. Jones, K. McCormick, Dipangkar Dutta, C. R. Howell, P. Żołnierczuk, S. Churchwell, A. Kievsky, R. I. Pomatsalyuk, J. R. Calarco, Ronald Ransome, G. S. Corrado, T. Black, Sebastien Incerti, K. Kramer, E. Chudakov, Emanuele Pace, R. Holmes, John C. Mitchell, T.W. Donnelly, D. S. Dale, M. K. Jones, Gordon D. Cates, K. McIlhany, E. Lakuriqi, T. Averett, M. Liang, J. O. Hansen, G. J. Kumbartzki, B. D. Anderson, Jacek Golak, Bogdan Wojtsekhowski, W. Glöckle, F. W. Hersman, S. Strauch, P. Djawotho, E. W. Hughes, D. W. Higinbotham, B. Humensky, Haiyan Gao, D. J. Margaziotis, C. F. Williamson, L. Auberbach, C. Glashausser, Karl Slifer, M. Sutter, J. Yeh, M. Viviani, Wolfgang Korsch, S. K. Nanda, M. Kuss, I. K. Kominis, C. W. de Jager, B. Tipton, William Bertozzi, F. Xiong, C. Crawford, J. W. Watson, Nilanga Liyanage, A. Deur, Hiroyuki Kamada, R. D. McKeown, R. Michaels, G. Salme, Y. Roblin, Branislav Vlahovic, Seonho Choi, L. S. Cardman, R. Suleiman, R. Kahl, L. Todor, S. Malov, J. Gomez, M. Schnee, J. W. Martin, Henryk Witała, Ronald Gilman, Paul Souder, T. Pavlin, G. W. Miller, David L. Prout, X. Jiang, M. Rvachev, T. Shin, A. V. Glamazdin, Z. Chai, J. J. LeRose, and V. Gorbenko
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Physics ,Nuclear physics ,Nuclear reaction ,Nuclear and High Energy Physics ,Quasielastic scattering ,Scattering ,Magnetic form factor ,Hadron ,Momentum transfer ,Neutron ,Nuclear Experiment ,Nucleon - Abstract
A high precision measurement of the transverse spin-dependent asymmetry A_T' in ^3He(e,e') quasielastic scattering was performed in Hall A at Jefferson Lab at values of the squared four-momentum transfer, Q^2, between 0.1 and 0.6 (GeV/c)^2. A_(T') is sensitive to the neutron magnetic form factor, G_M^n . Values of G_M^n at Q^2 = 0.1 and 0.2 (GeV/c)^2, extracted using Faddeev calculations, were reported previously. Here, we report the extraction of G_M^n for the remaining Q^2 values in the range from 0.3 to 0.6 (GeV/c)^2 using a plane-wave impulse approximation calculation. The results are in good agreement with recent precision data from experiments using a deuterium target.
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- 2003
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9. Out-of-plane quasielastic scattering from deuterium using polarized electrons
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L. S. Cardman, W. U. Boeglin, Ricardo Alarcon, W. Kim, William Bertozzi, Hartmuth Arenhövel, Larry Weinstein, Joseph B. Mandeville, D. Jordan, J. Görgen, S. Kowalski, M. Holtrop, S. Dolfini, R. A. Miskimen, D. Martinez, S. E. Williamson, M. B. Epstein, D. S. Dale, D. R. Tieger, D. J. Margaziotis, Costas N. Papanicolas, Aron M. Bernstein, J. R. Comfort, M. Farkhondeh, G. W. Dodson, W. Turchinetz, T. McIlvain, R. Beck, Shalev Gilad, K. A. Dow, and R. M. Laszewski
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Physics ,Nuclear and High Energy Physics ,Quasielastic scattering ,Deuterium ,Proton ,media_common.quotation_subject ,Momentum transfer ,Structure function ,Electron ,Atomic physics ,Helicity ,Asymmetry ,media_common - Abstract
We have measured the coincidence {ital d}({ital {rvec e}},{ital e}{prime}{ital p}) reaction in quasielastic scattering, detecting the proton in a noncoplanar geometry. The electron helicity asymmetry {ital A}{sub {ital e}} and the imaginary part of the longitudinal-transverse interference structure function {ital f}{sub {ital L}{ital T}}{sup {prime}} have been determined at a four-momentum transfer {ital Q}{sup 2}=3.3 fm{sup {minus}2}. The results are compared with theoretical calculations which use realistic potentials for the {ital NN} interaction.
- Published
- 1995
10. Fine structure in thePb208photoneutron cross section between 9.9 and 11.2 MeV
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Z. W. Bell, L. S. Cardman, and P. Axel
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Physics ,Nuclear physics ,Nuclear and High Energy Physics ,Cross section (physics) ,Structure (category theory) ,Atomic physics - Published
- 1982
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11. Elastic photon scattering between 9.5 and 12 MeV inPb208andPb206
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L. S. Cardman, P. Axel, and R. D. Starr
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Physics ,Nuclear reaction ,Elastic scattering ,Nuclear and High Energy Physics ,Dipole ,Photon ,Scattering ,Quadrupole ,Atomic physics ,Inelastic scattering ,Energy (signal processing) - Abstract
The elastic photon scattering cross sections of $^{208}\mathrm{Pb}$ and $^{206}\mathrm{Pb}$ were measured at 90\ifmmode^\circ\else\textdegree\fi{} and 135\ifmmode^\circ\else\textdegree\fi{} in the energy range from 9.5 to 12 MeV with a tagged photon beam whose energy spread was about 125 keV. The $^{206}\mathrm{Pb}$ cross section rises monotonically with energy, and is consistent with a total photon interaction cross section which has a Lorentzian energy dependence with a peak cross section of 650 mb at 13.6 MeV and a width $\ensuremath{\Gamma}\ensuremath{\simeq}3.8$ MeV. The $^{208}\mathrm{Pb}$ scattering cross section is larger and has some rapid variations with energy; there is a narrow extra peak near 10.04 MeV and there are abrupt increases in the cross section just below 10.6 and 11.3 MeV. The relative scattering observed at the two angles indicates that all of the scattering, including the rapid variations with energy, is dominated by dipole interactions. This dipole assignment for the fine structure is important for the proper interpretation of inelastic electron scattering by $^{208}\mathrm{Pb}$. Some of the observed fine structure in inelastic electron scattering must be dipole; the fine structure previously reported as being due to electric quadrupole excitation should be considered as tentative until the correct dipole contributions are included.
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- 1982
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12. Charged particle decay of theSi28giant electric dipole resonance
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L. S. Cardman, K. R. Lindgren, Avivi I. Yavin, A. Doron, A. Erell, and R. L. Gulbranson
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Physics ,Nuclear and High Energy Physics ,Dipole ,Proton decay ,Nuclear Theory ,Resonance ,Alpha particle ,Alpha decay ,Proton emission ,Atomic physics ,Nuclear Experiment ,Nucleon ,Charged particle - Abstract
We measured protons and alpha particles emitted from the giant electric dipole resonance of $^{28}\mathrm{Si}$ using tagged photons; discrete final states in the residual nuclei were resolved. The proton decay was found to be dominated by the ground state branch. Comparisons with Hauser-Feshbach calculations and spectroscopic factors from nucleon pickup reactions indicate that most proton decay channels have a significant, nonstatistical component. The alpha decay channels appear to be statistical.
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- 1983
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13. Shapes of deformed nuclei as determined by electron scattering:Sm152,Sm154,Er166,Yb176,Th232, andU238
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L. S. Cardman, J. W. Lightbody, J. Heisemberg, C. F. Williamson, S. P. Fivozinsky, William Bertozzi, S. Penner, S. Kowalski, T. Cooper, and W. Turchinetz
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Physics ,Nuclear and High Energy Physics ,Atomic physics ,Electron scattering - Published
- 1976
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14. Electron scattering studies of the ground state rotational band ofSm152
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X. H. Phan, H. G. Andresen, L. S. Cardman, J.-M. Cavedon, J.-C. Clemens, B. Frois, M. Girod, D. Gogny, D. Goutte, B. Grammaticos, R. Hofmann, M. Huet, P. Leconte, S. K. Platchkov, I. Sick, and S. E. Williamson
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Nuclear and High Energy Physics - Published
- 1988
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15. The Illinois Cascade Microtron a Proposal for a High Duty Factor, Intermediate Energy Electron Accelerator
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L. S. Cardman
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Physics ,Nuclear and High Energy Physics ,Klystron ,Cyclotron ,Particle accelerator ,Linear particle accelerator ,law.invention ,Nuclear physics ,Nuclear Energy and Engineering ,Cascade ,Duty cycle ,law ,Electrical and Electronic Engineering ,Microtron ,Beam (structure) - Abstract
The Nuclear Physics Laboratory at the University of Illinois currently operates a 6-traversal Microtron Using a Superconducting Linac, MUSL-2, which provides 100% duty factor electron beams with energies between 2 and 80 MeV. We have submitted to the National Science Foundation a proposal to construct a 750 MeV cascade microtron capable of delivering 100% duty factor beams with currents of up to 100 ?A. Subharmonic RF splitting of the output beam will provide up to three simultaneous beams for experiments, with independently controllable currents (summing to 100 ?A). The proposal also includes two large building additions and the major new experimental equipment needed to exploit fully the research potential of this new accelerator.
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- 1983
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16. Absolute photofission cross sections of 235,238U measured with tagged photons between 40 and 105 MeV
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H. Ströher, L. S. Cardman, R. Bergère, P. Carlos, P. Bourgeois, J.L. Fallou, U. Kneissl, H. Ries, W. Wilke, G. Mank, P. Garganne, and A. Veyssière
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Nuclear physics ,Physics ,Nuclear and High Energy Physics ,Range (particle radiation) ,Photon ,Isotope ,Fission ,Photofission ,Atomic physics ,Nuclear Experiment ,Parallel plate - Abstract
Absolute photofission cross sections of 235,238U have been measured in the energy range 40–105 MeV with “tagged” photons, using parallel plate avalanche counters for a direct detection of the fission fragments. The measured cross sections are nearly constant in the investigated energy range and amount to about 17 mb for both isotopes. The results are compared with recent photoneutron data.
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- 1984
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17. U238(e, e′α)cross section in the region of the giant quadrupole resonance
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D. H. Dowell, P. Axel, and L. S. Cardman
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Nuclear physics ,Physics ,Nuclear and High Energy Physics ,Cross section (physics) ,Quadrupole ,Atomic physics ,Resonance (particle physics) - Published
- 1978
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18. Electroexcitation of high-multipolarity transitions inCe140
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L. S. Cardman, F. W. Hersman, Costas N. Papanicolas, Jochen Heisenberg, J. E. Wise, Tom Milliman, J. P. Connelly, V. Meot, B. Frois, D. Goutte, and B. L. Miller
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Physics ,Nuclear reaction ,Nuclear and High Energy Physics ,Transverse plane ,Angular momentum ,Fragmentation (mass spectrometry) ,Mean field theory ,Scattering ,Momentum transfer ,Inelastic scattering ,Atomic physics ,Nuclear Experiment - Abstract
High resolution inelastic electron scattering measurements on /sup 140/Ce have led to the identification of a J/sup ..pi../ = 12/sup -/ state at 6.31 MeV. This transition has only 8% of the calculated single-particle strength. The absence of strong transverse excitations is interpreted as evidence for fragmentation of the single-particle strength.
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- 1988
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19. Operating Experience with MUSL-2
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R. A. Hoffswell, D. Jamnik, L. S. Cardman, P. Axel, D. C. Sutton, L. M. Young, H. D. Graef, A. O. Hhanson, and R. H. Taylor
- Subjects
Nuclear physics ,Physics ,Nuclear and High Energy Physics ,Photon ,Nuclear Energy and Engineering ,Resonance fluorescence ,Magnet ,Resonance ,Electrical and Electronic Engineering ,Microtron ,Excitation ,Linear particle accelerator ,Magnetic field - Abstract
The second 6 pass microtron using a superconducting linac has been completed and has operated on 24 hour schedules for nuclear physics for about 5000 hours during the past year. The Q of the linac has remained at 3x109 and the C.W. energy gain has remained at 2.3 MeV/m as in its initial tests in 1975. Single pass C.W. currents up to 20 ?A with energies up to 14.6 MeV have been available for resonance fluorescence experiments. Six pass beams with energies up to 67 MeV have been available to other experimental areas but useful currents have been limited to 0.3 ?A by the excitation of transverse beam blowup modes around 2.3 GHz. The multiple pass currents, however, have been more than sufficient for all tagged photon experiments. Work is proceeding to replace our MUSL-2 linac with another Stanford linac in which the loading of the 2.3 GHz modes is increased by a factor of 100 or more by hybrid electric-magnetic loading probes. Plans to reach higher energies by using MUSL-2 as an injector into a second microtron continue to be attractive.
- Published
- 1979
- Full Text
- View/download PDF
20. Plans for a Two Stage 450 MeV Cascade Microtron
- Author
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R. A. Daniel, P. Axel, R. A. Hoffswell, A. M. Vetter, D. Jamnik, A. O. Hanson, D. C. Sutton, L. S. Cardman, and R. M. Laszewski
- Subjects
Physics ,Nuclear and High Energy Physics ,Superconducting magnet ,Electron ,Synchrotron ,Linear particle accelerator ,law.invention ,Nuclear physics ,Nuclear Energy and Engineering ,law ,Cascade ,Distortion ,Radio frequency ,Electrical and Electronic Engineering ,Microtron - Abstract
We report some alternative plans for obtaining continuous electron beams with energies of about 450 MeV by using two microtrons in series. The first stage could be the accelerator we are now operating, which is a six transversal Microtron Using a Superconducting Linac, MUSL-2. The second stage would include another linac which can sustain an r.f. field continuously and a higher energy recirculation system. The recirculation that is best understood and seems to have the least distortion is the conventional microtron with a pair of 180° bending magnets such as are used in MUSL-2. The alternative recirculation system uses four 90° bending magnets, and could be extended to higher energy more easily.
- Published
- 1981
- Full Text
- View/download PDF
21. Erratum: Electron scattering studies of the ground state rotational band ofSm152
- Author
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M. Huet, Basil Grammaticos, Ingo Sick, R. Hofmann, L. S. Cardman, D. Goutte, D. Gogny, S. E. Williamson, M. Girod, X. H. Phan, B. Frois, H. G. Andresen, P. Leconte, S.K. Platchkov, J. M. Cavedon, and J. C. Clemens
- Subjects
Nuclear physics ,Physics ,Nuclear and High Energy Physics ,Atomic physics ,Ground state ,Electron scattering - Published
- 1989
- Full Text
- View/download PDF
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