Abstract:Vicinal surfaces may undergo structural transformations as a function of temperature or in the presence of adsorbates. Step-doubling, in which monatomic steps pair up forming double-atom high staircases, is the simplest example. Here we investigate the case of Ni(111) using a curved crystal surface, which allows us to explore the occurrence of step-doubling as a function of temperature and vicinal plane (miscut α and step type). We find a striking A-type ({100}-like microfacets) versus B-type ({111}-like) asym… Show more
“…The asymetric broadening of the curves increases dramatically when comparing to the sharplypeaked histograms of panel figure 3(a). This drastic change in the shape of P(d) is common to other metal surfaces [7,8], but only in the present case the smooth histograms of figure 3(c) allow the observation of fine modulations on the right hand tail that can be fitted with a set of Gaussian functions, which suggest the presence of terrace-width fluctuations around preferred (or 'magic') d n values.…”
Section: Terrace-width Distribution: Step Lattice Models and Electronsupporting
confidence: 61%
“…During the last decade, a number of studies have been aimed at systematically exploring vicinal surfaces using crystal samples with both spherical and cylindrical shapes, mostly metals [3][4][5][6][7][8][9], but also semiconductors [10]. Using such samples one can probe entire families of vicinal planes, and hence provide a comprehensive understanding of all physical-chemical properties connected to the presence of surface steps.…”
Section: Introductionmentioning
confidence: 99%
“…Using such samples one can probe entire families of vicinal planes, and hence provide a comprehensive understanding of all physical-chemical properties connected to the presence of surface steps. In fact, the ability to compare a high-symmetry surface with its vicinal stepped planes on the same sample has been proved essential to clarify controversial issues, such as the quantum-mechanical nature of surface electronic states away from the high-symmetry plane [4,11], or to unveil new general properties, such as structural transitions and fluctuations of the surface as a function of the vicinal angle α [3,4,[7][8][9]. The latter is particularly important, due to its direct connection with the equilibrium shape of three-dimensional nanocrystals, but also attractive from a fundamental point of view, since a vicinal surface can be regarded as a superlattice of steps subject to thermal disorder, equivalent to a one-dimensional (1D) gas of fermions [12][13][14][15].…”
Section: Introductionmentioning
confidence: 99%
“…In this work we follow the curved surface approach to investigate structural and electronic properties of vicinal Ag(111) surfaces featuring fully-kinked steps. In general, vicinal (111) surfaces of fcc crystals are chosen to exhibit steps with close-packed configuration (oriented along the [1-10] direction), whereas vicinals with fully-kinked steps (oriented along the [1][2][3][4][5][6][7][8][9][10][11][12] direction, and also called 100% kinked [16]) have been very scarcely studied. This is striking, since due to the lower atomic coordination of such kinks these surfaces are particularly attractive to investigate chemical reactions and catalysis [17].…”
Vicinal surfaces exhibiting arrays of atomic steps are frequently investigated due to their diverse physical-chemical properties and their use as growth templates. However, surfaces featuring steps with a large number of low-coordinated kink-atoms have been widely ignored, despite their higher potential for chemistry and catalysis. Here, the equilibrium structure and the electronic states of vicinal Ag(111) surfaces with densely kinked steps are investigated in a systematic way using a curved crystal. With scanning tunneling microscopy we observe an exceptional structural homogeneity of this class of vicinals, reflected in the smooth probability distribution of terrace sizes at all vicinal angles. This allows us to observe, first, a subtle evolution of the terrace-size distribution as a function of the terrace-width that challenges statistical models of step lattices, and second, lattice fluctuations around resonant modes of surface states. As shown in angle resolved photoemission experiments, surface states undergo stronger scattering by fully-kinked step-edges, which triggers the full depletion of the two-dimensional band at surfaces with relatively small vicinal angles.
“…The asymetric broadening of the curves increases dramatically when comparing to the sharplypeaked histograms of panel figure 3(a). This drastic change in the shape of P(d) is common to other metal surfaces [7,8], but only in the present case the smooth histograms of figure 3(c) allow the observation of fine modulations on the right hand tail that can be fitted with a set of Gaussian functions, which suggest the presence of terrace-width fluctuations around preferred (or 'magic') d n values.…”
Section: Terrace-width Distribution: Step Lattice Models and Electronsupporting
confidence: 61%
“…During the last decade, a number of studies have been aimed at systematically exploring vicinal surfaces using crystal samples with both spherical and cylindrical shapes, mostly metals [3][4][5][6][7][8][9], but also semiconductors [10]. Using such samples one can probe entire families of vicinal planes, and hence provide a comprehensive understanding of all physical-chemical properties connected to the presence of surface steps.…”
Section: Introductionmentioning
confidence: 99%
“…Using such samples one can probe entire families of vicinal planes, and hence provide a comprehensive understanding of all physical-chemical properties connected to the presence of surface steps. In fact, the ability to compare a high-symmetry surface with its vicinal stepped planes on the same sample has been proved essential to clarify controversial issues, such as the quantum-mechanical nature of surface electronic states away from the high-symmetry plane [4,11], or to unveil new general properties, such as structural transitions and fluctuations of the surface as a function of the vicinal angle α [3,4,[7][8][9]. The latter is particularly important, due to its direct connection with the equilibrium shape of three-dimensional nanocrystals, but also attractive from a fundamental point of view, since a vicinal surface can be regarded as a superlattice of steps subject to thermal disorder, equivalent to a one-dimensional (1D) gas of fermions [12][13][14][15].…”
Section: Introductionmentioning
confidence: 99%
“…In this work we follow the curved surface approach to investigate structural and electronic properties of vicinal Ag(111) surfaces featuring fully-kinked steps. In general, vicinal (111) surfaces of fcc crystals are chosen to exhibit steps with close-packed configuration (oriented along the [1-10] direction), whereas vicinals with fully-kinked steps (oriented along the [1][2][3][4][5][6][7][8][9][10][11][12] direction, and also called 100% kinked [16]) have been very scarcely studied. This is striking, since due to the lower atomic coordination of such kinks these surfaces are particularly attractive to investigate chemical reactions and catalysis [17].…”
Vicinal surfaces exhibiting arrays of atomic steps are frequently investigated due to their diverse physical-chemical properties and their use as growth templates. However, surfaces featuring steps with a large number of low-coordinated kink-atoms have been widely ignored, despite their higher potential for chemistry and catalysis. Here, the equilibrium structure and the electronic states of vicinal Ag(111) surfaces with densely kinked steps are investigated in a systematic way using a curved crystal. With scanning tunneling microscopy we observe an exceptional structural homogeneity of this class of vicinals, reflected in the smooth probability distribution of terrace sizes at all vicinal angles. This allows us to observe, first, a subtle evolution of the terrace-size distribution as a function of the terrace-width that challenges statistical models of step lattices, and second, lattice fluctuations around resonant modes of surface states. As shown in angle resolved photoemission experiments, surface states undergo stronger scattering by fully-kinked step-edges, which triggers the full depletion of the two-dimensional band at surfaces with relatively small vicinal angles.
“…Both techniques reveal the homogeneous wetting of the entire substrate by a single hBN monolayer, which in turn induces a deep structural transformation of the curved Ni substrate underneath. The bare c-Ni(111) surface is characterized by patterns of one- 40 20 distance (nm) 0 -12 and two-atom-high steps [63], but after hBN growth such simple step lattices transform into hill-and-valley structures of hBN-covered (111) terraces alternated with nanofacets oriented along other Ni crystal directions. Early studies of hBN grown on Ni(755) have already suggested substrate faceting [25] and here we confirm that the hBN monolayer growth leads to general faceting at all A-type and B-type vicinal planes.…”
Section: Hbn Monolayer Growth and Structurementioning
The structural and electronic properties of hexagonal boron nitride (hBN) grown on stepped Ni surfaces are systematically investigated using a cylindrical Ni crystal as a tunable substrate. Our experiments reveal homogeneous hBN monolayer coating of the entire Ni curved surface, which in turn undergoes an overall faceting. The faceted system is defined by step-free hBN/Ni(111) terraces alternating with strongly tilted hBN/Ni(115) or hBN/Ni(110) nanostripes, depending on whether we have Atype or B-type vicinal surfaces, respectively. Such deep substrate self-organization is explained by both the rigidity of the hBN lattice and the lack of registry with Ni crystal planes in the vicinity of the (111) surface. The analysis of the electronic properties by photoemission and absorption spectroscopies reveal a weaker hBN/Ni interaction in (110)-and (115)-oriented facets, as well as an upward shift of the valence band with respect to the band position at the hBN/Ni(111) terrace.
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