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Featured researches published by P. M. Horn.


Science | 1986

Two-Dimensional Rare Gas Solids

R. J. Birgeneau; P. M. Horn

Monolayers of rare gas atoms adsorbed onto the basal planes of graphite play the same prototype role in two dimensions that rare gas liquids and solids do in three dimensions. In recent experiments such novel phenomena as continuous melting, the lack of true crystallinity in two dimensions, orientationally ordered fluid phases, and melting from a solid to a reentrant fluid with decreasing temperature have been observed. Because the forces in these rare gas monolayers are simple and well understood, by studying them the investigator can examine a direct interface between experiment and first principles. In order to understand the phases and phase transitions that occur in such materials, it is necessary to consider the geometrical matching of the rare gas overlayer to the graphite substrate. It turns out that in two dimensions both the local and the long-distance behavior are important. These two-dimensional rare gas solids may be effectively probed with synchrotron x-ray techniques, and the results of a series of synchrotron x-ray scattering studies of these solids are presented.


Surface Science | 1983

X-ray study of molecular oxygen adsorbed on graphite

Paul A. Heiney; P.W. Stephens; S. G. J. Mochrie; Jun Akimitsu; R. J. Birgeneau; P. M. Horn

Abstract We have performed a detailed X-ray diffraction study of O 2 adsorbed on UCAR-ZYX and Le Carbon Lorraine vermicular exfoliated graphite between 15 and 50 K. At least four phases of physisorbed oxygen are found. The monolayer δ phase consists of a centered parallelogram lattice, with the molecular axes parallel to the graphite surface. The data are consistent with a triple point at 26 K. The melting transition at a coverage of one monolayer appears to be first order. At higher coverages the molecules undergo a lying-down to standing-up transition; the higher coverage ζ phase froms an approximately triangular lattice with the molecular axes perpendicular to the graphite surface. Satellite peaks around the (1, 0) Bragg peak indicate, however, that this cannot be a simple triangular lattice; possible explanations include successively incommensurate layers or a sinusoidal density modulation. For coverages in the two-layer region the ζ phase modulation peaks disappear at 37 K, and at 40 K the adsorbed oxygen appears to undergo a first order melting transition into a fluid phase. With increasing coverage, the 2D X-ray diffraction profiles and phase boundaries do not connect smoothly onto those of the 3D α and β phases. At low temperatures ( T 2 being stable at low temperatures.


European Physical Journal B | 1987

Phase diagram and phase transitions of krypton on graphite in the extended monolayer regime

E. D. Specht; A. Mak; C. J. Peters; Mark Sutton; R. J. Birgeneau; K.L. D'Amico; D. E. Moncton; S. E. Nagler; P. M. Horn

AbstractWe report high resolution x-ray diffraction studies of the structures and phase transitions of monolayer krypton, adsorbed on both powder and single crystal graphite substrates. A comprehensive series of powder diffraction profiles is used to construct the two dimensional phase diagram. The melting of the


Science | 1987

Disorder in Al-Li-Cu and Al-Mn-Si Icosahedral Alloys

Paul A. Heiney; Peter A. Bancel; P. M. Horn; J. L. Jordan; S. Laplaca; J. Angilello; F. W. Gayle


European Physical Journal B | 1989

Hexatic ordering in freely suspended liquid crystal films

Joel D. Brock; Do Young Noh; B.R. McClain; J. D. Litster; R. J. Birgeneau; Amnon Aharony; P. M. Horn; Jason C. Liang

\sqrt 3 x\sqrt 3


Solid State Communications | 1989

X-ray scattering study of the deconstruction and thermal roughening of the Au(110) 1×3 reconstructed surface

G.A. Held; J.L. Jordan-Sweet; P. M. Horn; A. Mak; R. J. Birgeneau


Surface Science | 1984

Structural aspects of the magnetic and melting transitions in bilayer molecular oxygen on graphite

S. G. J. Mochrie; Mark Sutton; Jun Akimitsu; R. J. Birgeneau; P. M. Horn; P. Dimon; D. E. Moncton

commensurate solid is shown to be strongly first order throughout the region where tricritical behavior was previously thought to occur; fluid solid coexistence extends up to the termination of the commensurate phase at 130 K. A disordered weakly incommensurate phase is shown to be a reentrant fluid, a system which may be described as a disordered network of domain walls and which evolves continuously into a more conventional 2D fluid. This evolution is marked by the disappearance of satellite peaks which are caused by the modulation of the overlayer by the substrate. The freezing of the reentrant fluid into the commensurate phase is shown to be consistent with a chiral Potts transition, its freezing into the incommensurate solid consistent with a dislocation binding transition.Single crystal experiments reveal the orientation of the weakly incommensurate phase. The reentrant fluid is found to have no visible orientational fluctuations, manifesting isotropic diffraction peaks. This is attributed to the strong epitaxy of domain walls. The incommensurate solid is shown to undergo an aligned-rotated transition which is well described by zerotemperature calculations.


European Physical Journal B | 1985

A high resolution synchrotron x-ray study of the weakly-incommensurate phase of high stage bromine-intercalated graphite

S. G. J. Mochrie; A.R. Kortan; R. J. Birgeneau; P. M. Horn

Faceted dendrites of icosahedral AL6Li3Cu have been studied by high-resolution x-ray scattering. The samples display long-range icosahedral symmetry both in their diffraction patterns and in their macroscopic morphology. Despite the appearance of well-defined facets, the samples have a high degree of atomic disorder. The Bragg peaks have symmetry-dependent shapes and widths that scale linearly with G⊥ (phason momentum). The peak widths are surprisingly similar to those found in icosahedral Al-Mn-Si alloys in both their absolute magnitude and their dependence on G⊥. The origin of these features in models for the icosahedral phase is discussed.


Solid State Communications | 1987

X-ray scattering study of the temperature dependence of the structure of the high Tc superconductor La1.8Sr0.2CuO4

G.A. Held; P. M. Horn; C.C. Tsuei; S.J. LaPlaca; J.G. Bednorz; K.A. Müller

In this paper, we report results from synchrotron X-ray scattering studies of thefluid/hexactic/solid phases and phase transitions in both very thick and very thin, freely suspended films of tilted hexatic liquid crystals. Contrary to the thick film case, the higher Fourier coefficients describing the bond orientational order are suppressed in very thin films. This suppression is consistent with a two-dimensional bond orientational order parameter,Ψ6, rather than the three-dimensional bond orientational order parameter found in very thick films. For a film containing twently-three (23) smectic layers we find thatΨ6 is two-dimensional whereas the positional order in the crystallineSJ phase is three-dimensional. We present an analysis of the thick film data in terms of the three-dimensionalXY-model and a new mean field theory model which incorporates explicitly the quasi two-dimensional nature of bulk smectic phases.


Journal of Applied Physics | 1984

A new adsorption substrate: Single crystal exfoliated graphite

Roy Clarke; P. M. Horn; S. E. Nagler; T. F. Rosenbaum

Abstract We present the results of a synchrotron x-ray scattering study of the thermal evolution of a Au(110) 1×3 reconstructed surface. At Tc = 485°C, the 1×3 surface undergoes a reversible deconstruction transition. Observing the temperature dependence of the superlattice and integral order bulk-forbidden (anti-Bragg) surface peaks, we find that at Tc the 1×3 reconstructed surface becomes incommensurate with the bulk crystalline lattice. During this commensurate-incommensurate transition, the data suggest that the surface both roughens and deconstructs.

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D. E. Moncton

Massachusetts Institute of Technology

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Paul A. Heiney

University of Pennsylvania

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Peter W. Stephens

State University of New York System

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A. Mak

Massachusetts Institute of Technology

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Mark Sutton

State University of New York System

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C. J. Peters

Massachusetts Institute of Technology

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