PECULIARITIES OF THE SURFACE FLAW DETECTION BY ELASTIC WAVES SIMULATED BY PULSE-LASER RADIATION by А. R. Bаеv, A. I. Мitkovets, D. A Коstiuk, G. E. Konovalov

“…An arrangement to adjust the laser beam spot geometry in the form of a long strip and a circle was applied. …”
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Constant Strain Rate Uniaxial Compression of Green Sandstone during SHPB Tests Driven by Pendulum Hammer by S. H. Li, W. C. Zhu, L. L. Niu, F. Dai

“…Finally, to examine the applicability of using hammer geometry for shaping incident waves to achieve constant strain rate, SHPB tests on green sandstone specimens were conducted. …”
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Modeling of Surface Drainage during the Service Life of Asphalt Pavements Showing Long-Term Rutting: A Modular Hydromechanical Approach by Stefan Alber, Barbara Schuck, Wolfram Ressel, Ronny Behnke, Gustavo Canon Falla, Michael Kaliske, Sabine Leischner, Frohmut Wellner

“…For chosen numerical examples, the influence of road geometry (cross and longitudinal slope), road surface (mean texture depth and state of rut deformation), and rainfall properties (rain intensity and duration) on the pavement surface drainage capacity is assessed. …”
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Tsunami numerical modeling and mitigation by Abdoullah Namdar, Asima Nusrath

“…The result reveal that mathematical modeling and numerical simulation can be used to understand tsunami ability in design and urban construction, the research indicates reduction of water deep by sea forest resulted in reducing geometry and all wave ability.…”
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Analytic expressions for quasinormal modes of the general parametrized spherically symmetric black holes and the Hod's proposal by Alexey Dubinsky

“…Using an expansion in terms of the inverse multipole number and the WKB approach, we derive an analytic expression for the quasinormal frequencies of generic parametrized spherically symmetric and asymptotically flat black holes described by the Rezzolla-Zhidenko spacetime, in the regime when deviations from the Schwarzschild geometry are relatively small, i.e., when the coefficients of the parametrization are small. …”
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Modelling surface roughness of enzyme layer of amperometric biosensors by Feliksas Ivanauskas, Romas Baronas, Juozas Kulys, Mifodijus Sapagovas

“…Using digital simulation, the influence of the geometry of the roughness on the biosensor response was investigated. …”
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Integration of neural models in the process of technological preparation of the production of castings by I. B. Odarchenko, V. A. Zharanov, I. N. Prusenko

“…A new technique for classifying castings based on geometric relationships of the geometry of parts and information on the distribution of wall thickness in castings.…”
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Le Traité de Lisbonne remet-il l’Europe « sur les rails » ? by Dominique Rivière

“…Moreover, the Treaty changes the european governance by marking a return of States and by ratifying the principle of « Europe with variable geometry ». It brings a resolution in the problem of the representation of the diversity of States, but they will have to wait for 2014 or even on 2017 for his putting into practice.…”
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HEAT-MASS TRANSFER IN MOVING MELT by R. I. Yesman, L. I. Shoub

“…The paper gives mathematical formation and solution of the heat-mass transfer problem when liquid metals are flowing in the channels of complicated geometry. The problem is solved with the help of numerical methods. …”
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Strangeness production in fixed-target collisions at LHCb by Lucarelli Chiara

“…Thanks to its forward geometry and the possibility to inject gas into the beam pipe, the LHCb detector with the SMOG system is ideally suited to study strangeness production in fixed-target collisions at the LHC. …”
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Infinite flags and Schubert polynomials by David Anderson

“…We study Schubert polynomials using geometry of infinite-dimensional flag varieties and degeneracy loci. …”
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Biharmonic Curves in a Strict Walker 3-Manifold by Mamadou Gningue, Ameth Ndiaye, Rénovat Nkunzimana

“…In this paper, we study the geometry of biharmonic curves in a strict Walker 3-manifold and we obtain explicit parametric equations for biharmonic curves and time-like biharmonic curves, respectively. …”
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Multilocal invariants for the classical groups by Paul F. Dhooghe

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The Characteristic Improvement of Electromagnetic Proportional Directional Control Valve by Hua Zhang

“…The influence laws of the geometry and parameters on electromagnetic force are analyzed. …”
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Invariant f-structures on the flag manifolds SO(n)/SO(2)×SO(n−3) by Vitaly V. Balashchenko, Anna Sakovich

“…We consider manifolds of oriented flags SO(n)/SO(2)×SO(n−3)(n≥4) as 4- and 6-symmetric spaces and indicate characteristic conditions for invariant Riemannian metrics under which the canonical f-structures on these homogeneous Φ-spaces belong to the classes Kill f, NKf, and G1f of generalized Hermitian geometry.…”
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Tilings in topological spaces by F. G. Arenas

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A Geometric Property of the Laplacian matrix of a Connected Nonsingular Mixed Graph by Zheng-Da Zhou, Shi-Cai Gong

“…Fiedler (M. Fiedler, Geometry of the Laplacian, Linear Algebra Appl., 2005, 403: 409–413). …”
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On adaptive refinements in discrete probabilistic fracture models by J. Eliáš

“…The random field discretization is adaptively refined hand in hand with the model geometry.…”
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Strong Laws of Large Numbers for 𝔹-Valued Random Fields by Zbigniew A. Lagodowski

“…Also, we give probabilistic requirements for above-mentioned SLLN, related to results obtained by Acosta as well as necessary and sufficient probabilistic conditions for the geometry of Banach space associated to the strong and weak law of large numbers for multidimensionally indexed random vectors.…”
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Double Hodge Theory for a Particle on Torus by Vipul Kumar Pandey, Bhabani Prasad Mandal

“…Such a finite transformation is useful in realizing the various theories with toric geometry.…”
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