Search Results - "Afanaseva, E.S."

Bis(4-cyanophenyl) phenyl phosphate as viscosity reducing comonomer for phthalonitrile resins by Terekhov, V.E., Aleshkevich, V.V., Afanaseva, E.S., Nechausov, S.S., Babkin, A.V., Bulgakov, B.A., Kepman, A.V., Avdeev, V.V.

“…Bis(4-cyanophenyl) phenyl phosphate (CPP) is introduced for the first time as a viscosity reducing comonomer for phthalonitrile resins. In comparison to the…”
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Tri-functional phthalonitrile monomer as stiffness increasing additive for easy processable high performance resins by Yakovlev, M.V., Morozov, O.S., Afanaseva, E.S., Bulgakov, B.A., Babkin, A.V., Kepman, A.V.

“…A new tri-functional phthalonitrile monomer tris(3-(3,4-dicyanophenoxy)phenyl) phosphate (TPP) was first synthesized and characterized with the intent of…”
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Heat-Resistant Carbon Fiber Reinforced Plastics Based on a Copolymer of Bisphthalonitriles and Bisbenzonitrile by Timoshkin, I. A., Aleshkevich, V. V., Afanas’eva, E. S., Bulgakov, B. A., Babkin, A. V., Kepman, A. V., Avdeev, V. V.

“…New phthalonitrile resins that provide processing properties at the level of epoxy resins and composites obtained from them are discussed. The processing…”
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Hydrolysis data for bis(4-cyanophenyl) phenyl phosphate including rate constants and activation parameters by Terekhov, V.E., Aleshkevich, V.V., Afanaseva, E.S., Nechausov, S.S., Babkin, A.V., Bulgakov, B.A., Kepman, A.V., Avdeev, V.V.

“…Hydrolysis data for Bis(4-cyanophenyl) phenyl phosphate (CPP), introduced as a reactive diluent for phthalonitrile monomers, under pH 4, 7 and 10 are…”
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Finite mean oscillation on Finsler manifolds by Afanas'eva, E.S.

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On the Boundary Behavior of One Class of Mappings in Metric Spaces by Afanas’eva, E. S.

“…We study the problem of extension to the boundary of continually ring Q -homeomorphisms relative to a p -module between continual domains in metric spaces with…”
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Boundary behavior of ring Q-homeomorphisms on Riemannian manifolds by Afanas’eva, E. S.

“…We study the problems of continuous and homeomorphic extensions to the boundary for so-called ring Q -homeomorphisms between domains on the Riemannian…”
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