D.L. Jassby
Princeton University
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Featured researches published by D.L. Jassby.
Nuclear Fusion | 1992
R.V. Budny; M.G. Bell; H. Biglari; M. Bitter; C.E. Bush; C. Z. Cheng; E. D. Fredrickson; B. Grek; K. W. Hill; H. Hsuan; A. Janos; D.L. Jassby; D. Johnson; L. C. Johnson; B. LeBlanc; D. McCune; David Mikkelsen; H. Park; A. T. Ramsey; Steven Anthony Sabbagh; S.D. Scott; J. Schivell; J. D. Strachan; B. C. Stratton; E. J. Synakowski; G. Taylor; M. C. Zarnstorff; S.J. Zweben
A transport code (TRANSP) is used to simulate future deuterium-tritium (DT) experiments in TFTR. The simulations are derived from 14 TFTR DD discharges, and the modelling of one supershot is discussed in detail to indicate the degree of accuracy of the TRANSP modelling. Fusion energy yields and alpha particle parameters are calculated, including profiles of the alpha slowing down time, the alpha average energy, and the Alfven speed and frequency. Two types of simulation are discussed. The main emphasis is on the DT equivalent, where an equal mix of D and T is substituted for the D in the initial target plasma, and for the D0 in the neutral beam injection, but the other measured beam and plasma parameters are unchanged. This simulation does not assume that alpha heating will enhance the plasma parameters or that confinement will increase with the addition of tritium. The maximum relative fusion yield calculated for these simulations is QDT ~ 0.3, and the maximum alpha contribution to the central toroidal β is βα(0) ~ 0.5%. The stability of toroidicity induced Alfven eigenmodes (TAE) and kinetic ballooning modes (KBM) is discussed. The TAE mode is predicted to become unstable for some of the simulations, particularly after the termination of neutral beam injection. In the second type of simulation, empirical supershot scaling relations are used to project the performance at the maximum expected beam power. The MHD stability of the simulations is discussed
Nuclear Fusion | 1977
D.L. Jassby
The ion velocity distributions of tokamak plasmas sustained by injected fast atomic beams fall into three categories, according to the partial pressure of the energetic-ion population, which in turn is determined by the plasma nτE, the injection energy, and the fraction of plasma fuelling performed by the beams. There are correspondingly three regimes of beam-driven reactor operation in D-T or D-D: thermonuclear; beam-target or TCT; and plasmas with ion pressure/electron pressure 1. This review treats the physical basis and plasma engineering parameters of beam-driven tokamak reactors. The theories of energetic-ion velocity distributions, stability, injection, and orbits are summarized. The many-faceted role of the energetic ions in plasma heating, fuelling, and current maintenance, as well as in the direct enhancement of fusion power multiplication and power density, is discussed in detail for the three reactor types. The relevant implications of recent experimental results from several beam-injected tokamaks are examined. The behaviour of energetic ions is found to be in accordance with classical theory, large total ion energy densities are readily achieved, and plasma equilibrium and gross stability are preserved. The status of neutral-beam injectors and of conceptual design studies of beam-driven reactors is reviewed briefly. The principal plasma-engineering problems are those associated directly with achieving quasi-stationary operation, particularly the problem of high-throughput particle exhaust. An especially attractive feature of beam-driven tokamak plasmas is their capability for useful application in devices of relatively small size.
Nuclear Fusion | 1995
R.V. Budny; M.G. Bell; A. Janos; D.L. Jassby; L. C. Johnson; D.K. Mansfield; D. McCune; M.H. Redi; J. Schivell; G. Taylor; T.B. Terpstra; M. C. Zarnstorff; S.J. Zweben
A TFTR supershot with a plasma current of 2.5 MA, a neutral beam heating power of 33.7 MW and a peak DT fusion power of 7.5 MW is studied using the TRANSP plasma analysis code. Simulations of alpha parameters such as the alpha heating, pressure and distributions in energy and v1/v are given. The effects of toroidal ripple and mixing of the fast alpha particles during the sawteeth observed after the neutral beam injection phase are modelled. The distributions of alpha particles on the outer midplane are peaked near forward and backward v1/v. Ripple losses deplete the distributions in the vicinity of v1/v=-0.2. Sawtooth mixing of fast alpha particles is computed to reduce their central density and broaden their width in energy
Physics of fluids. B, Plasma physics | 1991
Steven Anthony Sabbagh; R. A. Gross; M.E. Mauel; G.A. Navratil; M.G. Bell; R. E. Bell; M. Bitter; N. Bretz; R.V. Budny; C.E. Bush; M. S. Chance; P.C. Efthimion; E. D. Fredrickson; R. Hatcher; R.J. Hawryluk; S. P. Hirshman; A. Janos; Stephen C. Jardin; D.L. Jassby; J. Manickam; D. McCune; K. McGuire; S.S. Medley; D. Mueller; Y. Nagayama; D.K. Owens; M. Okabayashi; H. Park; A. T. Ramsey; B. C. Stratton
Recent operation of the Tokamak Fusion Test Reactor (TFTR) [Plasma Phys. Controlled Nucl. Fusion Research 1, 51 (1986)] has produced plasma equilibria with values of Λ≡βp eq+li/2 as large as 7, eβp dia≡2μ0e〈p⊥〉/〈〈Bp〉〉2 as large as 1.6, and Troyon normalized diamagnetic beta [Plasma Phys. Controlled Fusion 26, 209 (1984); Phys. Lett. 110A, 29 (1985)], βNdia≡108〈βt⊥〉aB0/Ip as large as 4.7. When eβp dia≳1.25, a separatrix entered the vacuum chamber, producing a naturally diverted discharge that was sustained for many energy confinement times, τE. The largest values of eβp and plasma stored energy were obtained when the plasma current was ramped down prior to neutral beam injection. The measured peak ion and electron temperatures were as large as 24 and 8.5 keV, respectively. Plasma stored energy in excess of 2.5 MJ and τE greater than 130 msec were obtained. Confinement times of greater than 3 times that expected from L‐mode predictions have been achieved. The fusion power gain QDD reached a value of 1.3×10−...
Nuclear Fusion | 1981
J. D. Strachan; P. Colestock; S. Davis; D. Eames; P.C. Efthimion; H.P. Eubank; R.J. Goldston; L.R. Grisham; R.J. Hawryluk; J. Hosea; J. Hovey; D.L. Jassby; D. Johnson; Arthur A. Mirin; G. Schilling; R. Stooksberry; L.D. Stewart; H.H. Towner
Fusion neutron emission of 1.5 × 1014 neutrons s−1 and 2 × 1013 neutrons/pulse has been observed for PLT deuterium discharges with up to 2.5 MW of deuterium neutral-beam injection. The neutron time evolution and magnitude are consistent with theoretical calculations of the fusion reactions caused by energetic injected ions which are confined and slow down classically. The factor-of-two accuracy in the absolute neutron calibration is the major uncertainty in the comparison with theory. Neutron sawtooth oscillations ( 3%) are observed which can also be explained classically.
Physics of fluids. B, Plasma physics | 1990
S.D. Scott; V. Arunasalam; Cris W. Barnes; M.G. Bell; M. Bitter; R. Boivin; N. Bretz; R.V. Budny; C.E. Bush; A. Cavallo; T. K. Chu; S.A. Cohen; P. Colestock; S. Davis; D. Dimock; H.F. Dylla; P.C. Efthimion; A. B. Erhrardt; R.J. Fonck; E. D. Fredrickson; H. P. Furth; R.J. Goldston; G. J. Greene; B. Grek; L.R. Grisham; G. W. Hammett; R.J. Hawryluk; H. W. Hendel; K. W. Hill; E. Hinnov
Measurements of the toroidal rotation speed vφ(r) driven by neutral beam injection in tokamak plasmas and, in particular, simultaneous profile measurements of vφ, Ti, Te, and ne, have provided new insights into the nature of anomalous transport in tokamaks. Low‐recycling plasmas heated with unidirectional neutral beam injection exhibit a strong correlation among the local diffusivities, χφ≊χi>χe. Recent measurements have confirmed similar behavior in broad‐density L‐mode plasmas. These results are consistent with the conjecture that electrostatic turbulence is the dominant transport mechanism in the tokamak fusion test reactor tokamak (TFTR) [Phys. Rev. Lett. 58, 1004 (1987)], and are inconsistent with predictions both from test‐particle models of strong magnetic turbulence and from ripple transport. Toroidal rotation speed measurements in peaked‐density TFTR ‘‘supershots’’ with partially unbalanced beam injection indicate that momentum transport decreases as the density profile becomes more peaked. In hi...
Nuclear Fusion | 1976
D.L. Jassby; Daniel R. Cohn; R.R. Parker
According to Galvao, the .values chosen for limiter safety factor (qa = 2.5) and poloidal beta (βp = 0.5 R0/ap) in our illustrative examples of compact, high-density, high-field tokamak operation [Nucl. Fusion 1976 16 31] may be too optimistic for plasmas of non-circular cross-section. Galvaos treatment, however, applies only to elliptical plasmas. In fact, MHD-stability analysis shows that plasmas of D-shaped, doublet, and rectangular cross-sections are stable at lower values of q than are available to elliptical plasmas of the same shape factor, S.
Physics of Plasmas | 1995
D.K. Mansfield; J. D. Strachan; M.G. Bell; Stacey D. Scott; R.V. Budny; E. S. Marmar; J. A. Snipes; J. L. Terry; S. H. Batha; R. E. Bell; M. Bitter; C.E. Bush; Z. Chang; D. S. Darrow; D. Ernst; E. D. Fredrickson; B. Grek; H. W. Herrmann; K. W. Hill; A. Janos; D.L. Jassby; F. Jobes; D. Johnson; L. C. Johnson; F. W. Levinton; David Mikkelsen; D. Mueller; D. K. Owens; H.K. Park; A. T. Ramsey
In the Tokamak Fusion Test Reactor (TFTR) [K. M. McGuire et al., Phys. Plasmas 2, 2176 (1995)] a substantial improvement in fusion performance has been realized by combining the enhanced confinement due to tritium fueling with the enhanced confinement due to extensive conditioning of the limiter with lithium. This combination has resulted in not only significantly higher global energy confinement times than have previously been obtained in high current supershots, but also in the highest central ratio of thermonuclear fusion output power to input power observed to date.
Fusion Technology | 1992
R.J. Hawryluk; D. Mueller; J. Hosea; Cris W. Barnes; Michael Beer; M.G. Bell; R. Bell; H. Biglari; M. Bitter; R. Boivin; N. Bretz; R. V. Budny; C.E. Bush; Liu Chen; C. Z. Cheng; Steven C. Cowley; D. S. Dairow; P.C. Efthimion; R. J. Fonck; E. D. Fredrickson; H. P. Furth; G. J. Greene; B. Grek; L. Grisham; G. W. Hammett; W.W. Heidbrink; K. W. Hill; D. J. Hoffman; R. Hulse; H. Hsuan
AbstractRecent research on TFTR has emphasized optimization of performance in deuterium plasmas, transport studies and studies of energetic ion and fusion product physics in preparation for the D-T experiments that will commence in July of 1993. TFTR has achieved full hardware design parameters, and the best TFTR discharges in deuterium are projected to QDT of 0.3 to 0.5.The physics phenomena that will be studied during the D-T phase will include: tritium particle confinement and fueling, ICRF heating with tritium, species scaling with tritium, collective alpha-particle instabilities, alpha heating of the plasma and helium ash buildup. It is important for the fusion program that these physics issues be addressed to identify regimes of benign alpha behavior, and to develop techniques to actively stabilize or control instabilities driver by collective alpha effects.
Nuclear Fusion | 1995
Z. Chang; E. D. Fredrickson; S.J. Zweben; H. Park; R. Nazikian; E. Mazzucato; S.H. Batha; M.G. Bell; Robert V. Budny; C.E. Bush; D.S. Darrow; D. Ernst; G. Y. Fu; R.J. Hawryluk; K. W. Hill; J. Hosea; A. Janos; D.L. Jassby; D. Johnson; L. C. Johnson; F. M. Levinton; D.K. Mansfield; K. McGuire; David Mikkelsen; D. Mueller; D.K. Owens; A. T. Ramsey; Steven Anthony Sabbagh; E. J. Synakowski; H. Takahashi
An Alfven frequency mode (AFM) is very often seen in TFTR neutral beam heated plasmas as well as in ohmic plasmas. This quasi-coherent mode has so far only been seen on magnetic fluctuation diagnostics (Mirnov coils). A close correlation between the plasma edge density and the mode activity (frequency and amplitude) has been observed, which indicates that the AFM is an edge localized mode with r/a>0.85. No direct impact of this mode on the plasma global performance or on fast ion loss (e.g., the alpha particles in DT experiments) has been observed. This mode is not the conventional TAE (toroidicity induced Alfven eigenmode). The present TAE theory cannot explain this observation. Other possible explanations are discussed