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International Journal of Implant Dentistry, 2021 Background The aim of the current study was the evaluation of initial biofilm adhesion and development on laser-microtextured implant collar surfaces and the examination of effectivity of different biofilm management methods.
Gordon John +4 more
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Structured Surfaces, Measurements & Characterization [PDF]
The most important physical phenomena involving exchange of energy and/or signal transmission take place on surfaces. And surface topography or texture play a very important role in functional performance, like wetting, reflection, etc, as in Table 1 and
Wang, Jian +3 more
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Finite element approximation of 𝐻-surfaces [PDF]
Mathematics of Computation, 2002 In this paper a piecewise linear finite element approximation of H H -surfaces, or surfaces with constant mean curvature ...
Yuki Matsuzawa +2 more
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Beam formation in CERNs cesiated surfaces and volume H− ion sources
New Journal of Physics, 2016 At CERN, a high performance negative ion (NI) source is required for the 160 MeV H ^− linear accelerator named Linac4. The source should deliver 80 mA H ^− ion beams within an emittance of 0.25 mm·mrad.
Serhiy Mochalskyy +2 more
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Frontiers in Bioengineering and Biotechnology, 2022 Implanted biomaterials elicit an immune-mediated foreign body reaction (FBR) that results in the fibrous encapsulation of the implant and can critically impact the performance of some implants.
Anuj Kaushal +5 more
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Global Properties of Constant Mean Curvature Surfaces in H^2xR
, 2006 We discuss some aspects of the global behavior of surfaces in H^2xR with constant mean curvature H ( known as H-surfaces). We prove a maximum principle at infinity for complete properly embedded H-surfaces with H > 1/sqrt(2), and show that the genus of a
NELLI, BARBARA, ROSENBERG H.
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Algebraic intersection for translation surfaces in the stratum ${\protect \mathcal{H}(2)}$
Comptes Rendus. Mathématique, 2021 We study a volume related quantity $\mathrm{KVol}$ on the stratum ${\mathcal{H}(2)}$ of translation surfaces of genus $2$, with one conical point. We provide an explicit sequence $L(n, n)$ of surfaces such that $\mathrm{KVol}(L(n, n)) \rightarrow 2$ when
Cheboui, Smail +2 more
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, 2002 In H^2 x R one has catenoids, helicoids and Scherk-type surfaces. A Jenkins-Serrin type theorem holds here. Moreover there exist complete minimal graphs in H^2xR with arbitrary continuous asymptotic values. Finally, a graph on a domain of H^2 cannot have
NELLI, BARBARA, ROSENBERG H.
core +1 more source
A generalization of H-surfaces and a certain duality
Journal of the Mathematical Society of Japan, 1995 Theorem: If \(M\) is a simply connected Riemann surface, then there is a bijective correspondence between \(\{\varphi: M\to S^3\mid \varphi\) harmonic map\(\}/ \text{SO} (4)\) and \(\{f: M\to \mathbb{R}^3\mid f\) satisfies \(\Delta f= 2H f_x \wedge f_y \}/ \text{SO} (3) \ltimes \mathbb{R}^3\).
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Journal of Dental Sciences, 2023 Background/purpose: Dental implants are inevitably exposed to bacteria in oral cavity. Understanding the colonization of bacteria on implant surface is necessary to prevent bacteria-related inflammation surrounding dental implants.
Sunyoung Choi +5 more
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