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Liqun Zhang

Researcher at Beijing University of Chemical Technology

Publications -  1266
Citations -  41962

Liqun Zhang is an academic researcher from Beijing University of Chemical Technology. The author has contributed to research in topics: Natural rubber & Elastomer. The author has an hindex of 82, co-authored 1110 publications receiving 31630 citations. Previous affiliations of Liqun Zhang include Kunming University of Science and Technology & Chinese Ministry of Education.

Papers
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Effects of wide‐range γ‐irradiation doses on the structures and properties of 4,4′‐dicyclohexyl methane diisocyanate based poly(carbonate urethane)s

TL;DR: In this paper, the effects of wide-range γ irradiation on polyurethane samples were examined through a series of analytical techniques, including scanning electron microscopy and dynamic mechanical thermal analysis.
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Molecular dynamics simulation of the electrical conductive network formation of polymer nanocomposites by utilizing diblock copolymer-mediated nanoparticles.

TL;DR: A simple method to control the conductive network formation is presented, which can help to design PNCs with high electrical conductivity, and especially anisotropy.
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Theoretical and Experimental Insights into the Phase Transition of Rubber/Plastic Blends during Dynamic Vulcanization

TL;DR: In this article, the phase inversion of polyolefin elastomer (POE)/polypropylene (PP) blend was studied simultaneously by density functional theory and experiments, and the predicted nanoparticle size of POE nuclei is in general agreement with their experimental measurement.
Patent

Preparation method of eucommia ulmoides gum elastomer

TL;DR: In this article, a preparation method of a eucommia ulmoides gum elastomer, belonging to the field of elastic materials, was revealed, and the method comprises the following concrete steps of preparing the euCommia ulmides gum into a solution with certain concentration, and performing hydrogenation reaction at the temperature of 80-140 DEG C under the pressure of 20-50 bar for 1-8 hours, wherein the usage amount of a noble metal catalyst is 0.5-5%.
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The Landis–Oleinik conjecture in the exterior domain

TL;DR: In this article, it was shown that if a bounded solution of a parabolic equation decays fast at a time, then the solution must vanish identically before that time, provided the coefficients of the equation satisfy appropriate conditions at infinity.