Search Results - "Semenov, N. A."

Theory of colloid depletion stabilization by unattached and adsorbed polymers by Semenov, A N, Shvets, A A

“…The polymer-induced forces between colloidal particles in a semidilute or concentrated polymer solution are considered theoretically. This study is focussed on…”
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Hierarchical Self-Assembly of Chiral Rod-like Molecules as a Model for Peptide β-Sheet Tapes, Ribbons, Fibrils, and Fibers by Aggeli, A., Nyrkova, I. A., Bell, M., Harding, R., Carrick, L., McLeish, T. C. B., Semenov, A. N., Boden, N.

“…A generic statistical mechanical model is presented for the self-assembly of chiral rod-like units, such as β-sheet-forming peptides, into helical tapes, which…”
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Creating a New Elastomeric Material with a Polyimide Filler and Studying its Viscoelastic Properties under Applied External Electric Fields and Dynamic Loads by Semenov, N. A., Kelbysheva, E. S.

“…Electrorheological elastomers (EREs) have viscoelastic properties controllable by external electric fields. For their application, it is necessary to…”
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Effect of Small Angles of Attack on Turbulence Generation in Supersonic Boundary Layers on Swept Wings by Kosinov, A. D., Kocharin, V. L., Liverko, A. V., Semenov, A. N., Semionov, N. V., Smorodsky, B. V., Tolkachev, S. N., Yatskikh, A. A.

“…We present the new (for Mach numbers М = 3 and 3.5) and generalizing (for Mach numbers from 2 to 4) results of experimental investigations on the effect of…”
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Effective interactions between solid particles mediated by free polymer in solution by Shvets, A A, Semenov, A N

“…Effective potentials of interaction between solid non-adsorbing surfaces in semidilute or concentrated polymer solutions are calculated using two approaches:…”
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Mathematical Modeling of the Mechanism of Continental Subduction by Reverdatto, V. V., Polyansky, O. P., Semenov, A. N., Babichev, A. V.

“…A thermo-mechanical numerical model of subduction and subsequent ascent of continental metasediments to the crust has been proposed. The model of the “cold”…”
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Mesoglobule Morphologies of Amphiphilic Polymers by Maresov, E. A, Semenov, A. N

“…A statistical theory of finite-sized aggregates and domain structures in dilute solutions of amphiphilic macromolecules (homopolymers or copolymers) is…”
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Pseudotachylites of the Main Anabar Fault (Northern Yakutia): Petrological and Chronological Indicators of Melting during High Rate Tectonic Deformations by Polyansky, O. P., Nozkin, A. D., Sokol, E. V., Zinoviev, S. V., Semenov, A. N., Nekipelova, A. V.

“…The results of the 40 Ar/ 39 Ar dating of the vein material of pseudotachylite from the deformation zone of the Main Anabar fault (Northern Yakutia) are…”
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Theory of Colloid Stabilization in Semidilute Polymer Solutions by Semenov, A. N

“…A universal asymptotically exact theoretical approach elucidating the origin of the depletion stabilization phenomenon is developed. The theory predicts that…”
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Long range bond-bond correlations in dense polymer solutions by WITTMER, J. P, MEYER, H, BASCHNAGEL, J, JOHNER, A, OBUKHOV, S, MATTIONI, L, MÜLLER, M, SEMENOY, A. N

“…The scaling of the bond-bond correlation function P1(s) along linear polymer chains is investigated with respect to the curvilinear distance s along the…”
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Electrical properties of the high quality boron-doped synthetic single-crystal diamonds grown by the temperature gradient method by Bormashov, V.S., Tarelkin, S.A., Buga, S.G., Kuznetsov, M.S., Terentiev, S.A., Semenov, A.N., Blank, V.D.

“…Temperature dependencies of the resistivity and the Hall coefficient in high-quality boron-doped synthetic single crystal diamonds grown by the…”
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Features of the Selective Growth of GaN Nanorods on Patterned c-Sapphire Substrates of Various Configurations by Semenov, A. N., Nechaev, D. V., Troshkov, S. I., Nashchekin, A. V., Brunkov, P. N., Jmerik, V. N., Ivanov, S. V.

“…The growth features of GaN nanorods on patterned c -sapphire substrates with a regular microcone array having a different density and base diameter in the…”
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Heat Generation Due to Friction in Shear Zones of the Crust as a Factor of Metamorphism and Anatexis: Results of Computer Modeling by Babichev, A. V., Reverdatto, V. V., Polyansky, O. P., Likhanov, I. I., Semenov, A. N.

“…The effect of heat generation due to friction in faults under the conditions of shear and thrust was evaluated by computer modeling, and 3D and 2D…”
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Dynamics of Entangled Associating Polymers with Large Aggregates by Semenov, A. N, Rubinstein, Michael

“…We develop a theory for the dynamics in entangled solutions of associating polymers with many stickers per chain. The stickers strongly associate and form…”
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Experimental and numerical investigation of controlled disturbances development from two sources in supersonic boundary layer by Kolosov, G. L., Kosinov, A. D., Semenov, A. N., Yatskikh, A. A.

“…The paper presents the experimental results and the results of direct numerical simulation of the development and interaction of two wave trains from two point…”
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Why polymer chains in a melt are not random walks by Wittmer, J. P, Beckrich, P, Johner, A, Semenov, A. N, Obukhov, S. P, Meyer, H, Baschnagel, J

“…A cornerstone of modern polymer physics is the “Flory ideality hypothesis” which states that a chain in a polymer melt adopts “ideal” random-walk$\hbox{--}…”
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Long-range interactions in polymer melts : The anti-casimir effect by OBUKHOV, S. P, SEMENOV, A. N

“…It is well known that small neutral particles normally tend to aggregate due to the van der Waals forces. We discover a new universal long-range interaction…”
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Associating polymers: Equilibrium and linear viscoelasticity by Semenov, A. N, Joanny, J.-F, Khokhlov, A. R

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Thermodynamic, Structural, and Nanomechanical Properties of a Fluorous Biphasic Material by Núñez, E, Clark, Jr, C. G, Cheng, W, Best, A, Floudas, G, Semenov, A. N, Fytas, G, Müllen, K

“…The dynamics of the amphiphilic semifluorinated F(CF2)12(CH2)12H (F12H12) alkane that undergoes two condensed phase transitions have been investigated by…”
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Theoretical notes on dense polymers in two dimensions by Semenov, A N, Johner, A

“…Two models of dense two-dimensional (2d) polymers are considered: (1) when chain intersections in 2d are totally forbidden, and (2) when they are allowed to…”
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