Naoyuki Sakumichi

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Project Assistant Professor

University of Tokyo

Japan

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About

Naoyuki Sakumichi is a Project Assistant Professor at the University of Tokyo, Japan. His research primarily focuses on polymer physics, particularly in the areas of polymer solution behavior, elasticity, and network inhomogeneity. He has contributed to numerous articles exploring topics such as negative energetic elasticity in polymer chains and simulations of polymer networks.

Recent Grants

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量子クラスター展開法にもとづく希薄なフェルミ多体系の系統的研究

Open Date: 2015-04-01

Close Date: 2018-03-01

Articles (14)

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2025

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2025

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2025

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2023

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2023

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2023

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2023

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2022

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2022

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2021

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2021

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2021

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2021

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2020

Collaborators (7)

Takuya Katashima

University of Tokyo

JAPAN

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Takamasa Sakai

JAPAN

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Takato Ishida

YLC Designated Assistant Professor

Nagoya University

JAPAN

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Takashi Uneyama

Nagoya University

JAPAN

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Kotaro Satoh

Professor

Institute of Science Tokyo

JAPAN

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Ko Okumura

Ochanomizu University

JAPAN

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Yuichi Masubuchi

Professor

Nagoya University

JAPAN

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Naoyuki Sakumichi

Research Interests

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About

Recent Grants

Articles (14)

Development of a Theory Describing the Radius of Gyration of Polymers in Solution Based on the Integral Equation Theory of Molecular Liquids

Universal negative energetic elasticity in polymer chains: Crossovers among random, self-avoiding, and neighbor-avoiding walks

Osmotic Pressure-Based Quantification of Network Inhomogeneity in Gels via Free Radical Polymerization

Phantom-Chain Simulations for the Effect of Node Functionality on the Fracture of Star-Polymer Networks

Phantom Chain Simulations for the Fracture of Energy-Minimized Tetra- and Tri-Branched Networks

Solvent-Induced Negative Energetic Elasticity in a Lattice Polymer Chain

All-Atom Molecular Dynamics Simulations of Poly(ethylene glycol) Networks in Water for Evaluating Negative Energetic Elasticity

Brownian simulations for tetra-gel-type phantom networks composed of prepolymers with bidisperse arm length

Tri-branched gels: Rubbery materials with the lowest branching factor approach the ideal elastic limit

Temperature Dependence of Polymer Network Diffusion

Linear elasticity of polymer gels in terms of negative energy elasticity

Dynamic glass transition dramatically accelerates crack propagation in rubberlike solids

Negative Energy Elasticity in a Rubberlike Gel

Universal Equation of State Describes Osmotic Pressure throughout Gelation Process

Collaborators (7)

Takuya Katashima

Takamasa Sakai

Takato Ishida

Takashi Uneyama

Kotaro Satoh

Ko Okumura

Yuichi Masubuchi

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