Boris Khaykovich

Dr. Boris Khaykovich

Massachusetts Institute of Technology, Cambridge, MA, USA
orcid

Research Focus & Metrics

Academic Career Length

33Years (1994-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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5 September 1994 in Physical Review Letters
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Journal Article
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EZE. Zeldov
E. Zeldov
ALA. I. Larkin
A. I. Larkin
VGV. B. Geshkenbein
V. B. Geshkenbein
MKM. Konczykowski
M. Konczykowski
DMD. Majer
D. Majer
HSH. Shtrikman
H. Shtrikman
A theoretical description of vortex dynamics in thin flat samples is derived and is found to compare favorably with experimental results. In perpendicular applied magnetic field the vortex penetration is delayed significantly due to the presence of a potential barrier of geometrical origin. This novel geometrical barrier effect results in hysteretic magnetization and in the existence of an irreversibility line in the absence of bulk pinning. Among the unique characteristics of the barrier are a vortex concentration in the center of the sample and a zero-field peak in the magnetization loops.

1 April 1996 in Physical Review Letters
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Journal Article
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BKBoris Khaykovich
Boris Khaykovich
EZE. Zeldov
E. Zeldov
DMD. Majer
D. Majer
TLT. W. Li
T. W. Li
PKP. H. Kes
P. H. Kes
MKM. Konczykowski
M. Konczykowski
The vortex-lattice phase transitions in Bi2Sr2CaCu2O8 crystals with various oxygen stoichiometry are studied using local magnetization measurements. Three new findings are reported: The first-order phase transition line at elevated temperatures shifts upward for more isotropic overdoped samples. At lower temperatures another sharp transition is observed that results in enhanced bulk pinning in the second magnetization peak region. The two lines merge at a multicritical point at intermediate temperatures forming apparently a continuous phase transition line that is anisotropy dependent.

1 May 2001 in Nature
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Journal Article
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NANurit Avraham
Nurit Avraham
BKBoris Khaykovich
Boris Khaykovich
YMYuri Myasoedov
Yuri Myasoedov
MRMichael Rappaport
Michael Rappaport
HSHadas Shtrikman
Hadas Shtrikman
EZEli Zeldov
Eli Zeldov

1 February 1998 in Physica C: Superconductivity and its Applications
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Journal Article
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VVV. Vinokur
V. Vinokur
BKBoris Khaykovich
Boris Khaykovich
EZE. Zeldov
E. Zeldov
MKM. Konczykowski
M. Konczykowski
RDR.A. Doyle
R.A. Doyle
PKP.H. Kes
P.H. Kes

1 December 2014 in Physical Review Special Topics - Accelerators and Beams
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Journal Article
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WGW. S. Graves
W. S. Graves
JBJ. Bessuille
J. Bessuille
PBP. Brown
P. Brown
SCS. Carbajo
S. Carbajo
VDV. Dolgashev
V. Dolgashev
DMD. E. Moncton
D. E. Moncton
A design for a compact x-ray light source (CXLS) with flux and brilliance orders of magnitude beyond existing laboratory scale sources is presented. The source is based on inverse Compton scattering of a high brightness electron bunch on a picosecond laser pulse. The accelerator is a novel high-efficiency standing-wave linac and rf photoinjector powered by a single ultrastable rf transmitter at X-band rf frequency. The high efficiency permits operation at repetition rates up to 1 kHz, which is further boosted to 100 kHz by operating with trains of 100 bunches of 100 pC charge, each separated by 5 ns. The entire accelerator is approximately 1 meter long and produces hard x rays tunable over a wide range of photon energies. The colliding laser is a Yb∶YAG solid-state amplifier producing 1030 nm, 100 mJ pulses at the same 1 kHz repetition rate as the accelerator. The laser pulse is frequency-doubled and stored for many passes in a ringdown cavity to match the linac pulse structure. At a photon energy of 12.4 keV, the predicted x-ray flux is 5×1011  photons/second in a 5% bandwidth and the brilliance is 2×1012  photons/(sec mm2 mrad2  0.1%) in pulses with rms pulse length of 490 fs. The nominal electron beam parameters are 18 MeV kinetic energy, 10 microamp average current, 0.5 microsecond macropulse length, resulting in average electron beam power of 180 W. Optimization of the x-ray output is presented along with design of the accelerator, laser, and x-ray optic components that are specific to the particular characteristics of the Compton scattered x-ray pulses.

1 July 1997 in Physical Review B
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Journal Article
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BKBoris Khaykovich
Boris Khaykovich
MKM. Konczykowski
M. Konczykowski
EZE. Zeldov
E. Zeldov
RDR. A. Doyle
R. A. Doyle
DMD. Majer
D. Majer
TLT. W. Li
T. W. Li
The vortex matter phase diagram in Bi2Sr2CaCu2O8 crystals is investigated by introducing very low doses of point and correlated disorder. We conclude that at least three distinct phases are present. The ordered low-field quasilattice phase has a finite shear modulus which vanishes at the first-order melting or sublimation transition at elevated temperatures. At lower temperatures the quasilattice transforms into a disordered solid as field is increased above the second magnetization peak. This disorder-driven transition shifts to lower fields with increased point disorder. The first-order transition displays corresponding downward curvature in the vicinity of the critical point.