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Publications

  • Triangular and dice quasicrystals modulated by generic one-dimensional aperiodic sequences

    Toranosuke Matsubara, Akihisa Koga, and Tomonari Dotera

    Phys. Rev. B. 111, 104104 (2025).

    doi.org/10.1103/PhysRevB.111.104104Abstract

  • A basic study on sound insulation characteristics of Triply Periodic Minimal Surface by using the finite element method

    Takumi YANO, Akiko SUGAHARA, Yasuhiro HIRAGURI and Tomonari DOTERA

    INTER-NOISE and NOISE-CON Congress and Conference Proceedings270(5), 6786-6793 (2024).

    doi.org/10.3397/IN_2024_3870Abstract

  • Fourfold metallic-mean quasicrystals as aperiodic approximants of the square lattice

    Joichiro Nakakura, Primož Ziherl, and Tomonari Dotera

    Phys. Rev. B. 110, 014108 (2024).

    doi.org/10.1103/PhysRevB.110.014108Abstract

  • Aperiodic approximants bridging quasicrystals and modulated structures

    T. Matsubara, A. Koga, A. Takano, Y. Matsushita & T. Dotera

    Nature Communications. 15, 5742 (2024).

    doi.org/10.1038/s41467-024-49843-4Abstract

  • A basic study on sound absorption characteristics of disordered hyperuniform periodic structures

    Akiko SUGAHARA and Tomonari DOTERA

    INTER-NOISE and NOISE-CON Congress and Conference Proceedings268, 5551-5560 (2023).

    doi.org/10.3397/in_2023_0788Abstract

  • Programmable Self-Assembly of Nanoplates into Bicontinuous Nanostructures

    Hideaki Tanaka, Tomonari Dotera, Stephen T. Hyde

    ACS Nano. 17, 15371–15378 (2023).

    doi.org/10.1021/acsnano.2c11929AbstractNano Architecture 1Nano Architecture 2

  • Rectangle-triangle soft-matter quasicrystals with hexagonal symmetry

    A. J. Archer, T. Dotera, & A. M. Rucklidge

    Phys. Rev. E. 106, 044602 (2022).

    doi.org/10.1103/PhysRevE.106.044602Abstract

  • Metallic-mean quasicrystals as aperiodic approximants of periodic crystals

    J. Nakakura, P. Ziherl, J. Matsuzawa & T. Dotera

    Nature Communications. 10, 4235 (2019).

    doi.org/10.1038/s41467-019-12147Abstract

  • Ring shape-dependent self-sorting of pillar[n]arenes assembled on a surface

    T. Ogoshi, S. Takashima, N. Inada, H. Asakawa, T. Fukuma, Y. Shoji, T. Kajitani, T. Fukushima, T. Tada, T. Dotera, T. Kakuta & T. Yamagishi

    Commun. Chem. 1, Article number: 92 (2018).

    https://doi.org/10.1038/s42004-018-0094-zAbstract

  • Bronze-mean hexagonal quasicrystal

    T. Dotera, S. Bekku & P. Ziherl

    Nature Materials. 16, 987–992 (2017).

    doi:10.1038/nmat4963Abstract

  • Journal of Physics: Condensed Matter, Special issue: Soft quasicrystals

    P. Ziherl & T. Dotera

    ケンブリッジ、オックスフォード、フリードリッヒ・アレクサンダー、ユトレヒト、ソルボンヌ、パリ、大阪、北京、マクマスター、マルティン・ルター、マックス・プランク、シュトゥットガルト、高エネ研、名工大、プリンストンの研究者から投稿がありました。

    世界初のソフト準結晶の特集号を編纂（エディター）

  • Origin of 18-fold quasicrystal

    S. Bekku, P. Ziherl and T. Dotera

    Journal of Physics: Conference Series. 809, 012003 (2017).

    Proceedings of the 13th International Conference on Quasicrystals (ICQ13) 18-23 September 2016, Kathmandu, Nepal

    doi: 10.1088/1742-6596/809/1/012003

  • Hexagulation numbers: the magic numbers of equal spheres on triply periodic minimal surfaces

    Tomonari Dotera, Hideaki Tanaka and Yusuke Takahashi

    Struct. Chem. 28, 105-112 (2016).

    Dedicated to Professor Alan Mackay on the occasion of his 90-th birthday

    doi: 10.1007/s11224-016-0833-7Abstract

  • A geometric view of structure formation in soft colloids

    P. Ziherl & T. Dotera

    Proceedings of the International School of Physics "Enrico Fermi". 193, "Soft Matter Self-Assembly", 307-329 (2016).

    doi: 10.3254/978-1-61499-662-0-307

  • ジャイロイドの迷宮

    堂寺知成

    現代化学. 第523号, p. 32 (2014).

  • Mosaic two-lengthscale quasicrystals

    T. Dotera, T. Oshiro & P. Ziherl

    Nature. 506, 208–211 (2014).

    doi:10.1038/nature12938First Paragraph

  • ソフトマター準結晶 Softmatter Quasicrystals

    Tomonari Dotera 堂寺知成

    固体物理 Solid State Pysics. 48, No.7, 331-340 (2013).

  • Hard spheres on the triply periodic minimal surface

    Tomonari Dotera and Junichi Matsuzawa 堂寺知成・松澤淳一

    日本表面科学会誌. 34, 第１号 pp. 21-26 (2013).

    3重周期極小曲面上の剛体球

  • News and Comments: Quest for the Gyroid Labyrinth: Geometry and Topology in Soft Matter

    Tomonari Dotera (Department of Physics, Kindai University)

    JPSJ Online—News and Comments [August 17, 2012]

    Online

  • Toward the discovery of new soft quasicrystals: From a numerical study viewpoint

    Tomonari Dotera

    J. Polym. Sci. Part B: Polym. Phys. 50, 155-167 (2012).

    DOI: 10.1002/polb.22395

    Abstract

  • Quasicrystals in Soft Matter

    Tomonari Dotera

    Israel Journal of Chemistry. 51, 1197-1205 (2011).

    ノーベル賞記念号 DOI: 10.1002/ijch.201100146

    Abstract

  • Hard Spheres on the Gyroid Surface

    Tomonari Dotera, Masakiyo Kimoto and Junichi Matsuzawa

    Interface Focus. 2, 575-581 (2012).

    DOI: 10.1098/rsfs.2011.0092

    Abstract

  • Structural Transformation of Dodecagonal Quasicrystals: Defect-Mediated Approach

    Tomonari Dotera and Yuya Nakanishi

    Preprint.

  • Kaleidoscopic morphologies from ABC star-shaped terpolymers

    Yushu Matsushita, Kenichi Hayashida, Tomonari Dotera and Atsushi Takano

    J. Phys. Condense Matt. 23, 284111 (2011).

    doi:10.1088/0953-8984/23/28/284111

  • Hyperbolic Tiling on the Gyroid Surface in a Polymeric Alloy

    Tomonari Dotera and Junichi Matsuzawa

    RIMS, Kokyuroku No. 1725, 80-91(2011).

    数理解析研究所 講究録 No.1725, 80-91(2011).

  • ソフト準結晶発見に向けて -シミュレーションの立場から-

    堂寺知成

    日本結晶成長学会誌. 36, 第１号 pp. 16-23 (2009).

  • Mesoscopic quasicrystalline and Archimedean tilings in polymer alloys

    Tomonari Dotera

    日本結晶学会誌. 51, 第１号 pp. 124-126 (2009).

    高分子によるメソスケールの準結晶とアルキメデスタイリング

  • Giant Zincblende Structures Formed by an ABC Star-Shaped Terpolymer/Homopolymer Blend System

    Kenichi Hayashida, Atsushi Takano, Tomonari Dotera, and Yushu Matsushita

    Macromolecules. 41, (17), 6269-6271 (Communication to the Editor), 2008.

    AbstractSupporting information.

  • Dodecagonal quasicrystal in a polymeric alloy II: specific heat

    Tomonari Dotera

    Phil. Mag. 88, 2245 (2008).

    Abstract

  • Pearl-Necklace Structures in Core-Shell Molecular Brushes: Experiments, Monte Carlo Simulations, and Self-Consistent Field Modeling

    Alexey Polotsky, Marat Charlaganov, Youyong Xu, Frans A. M. Leermakers, Mohamed Daoud, Axel H. E. Mueller, Tomonori Dotera, and Oleg Borisov

    Macromolecules. 41, (11), 4020-4028, (2008).

    Abstract

  • Symmetry in Polymers - Tricontinuous Cubic and Tiling Structures -

    Yushu MATSUSHITA and Tomonari DOTERA

    Kobunshi. 57, (2008) ２月号, pp.71-75.

    Abstract

  • Photonic band structure calculations of two-dimensional Archimedean tiling patterns

    Kazunari Ueda, Tomonari Dotera, and Tohru Gemma

    Phys. Rev. B. 75, (2007) 195122.

    pdfAbstract

  • Polymeric quasicrystal: Mesoscopic quasicrystalline tiling in ABC star polymers

    Phys. Rev. Lett. 98, (2007) 195502.

    pdfAbstract14 May 2007 Physical Review Focus21 May 2007 Chemical Engineering News24 May 2007 Nature, Research Highlights01 June 2007 Science, Editor's Choice

  • Mean-Field Theory of Archimedean and Quasicrystalline Tilings

    Tomonari Dotera

    Phil. Mag. 87, pp.3011-3019 (2007).

    Proceedings of Aperiodic '06) Published on line 08 Dec. 2006.

    pdfAbstract (small corrections have been found.)

  • 自然に学ぶ材料プロセッシング

    高野敦志，堂寺知成

    名古屋大学21世紀COE「自然に学ぶ材料プロセッシングの創成」p.155 (三共出版2007.3)

  • Archimedean Tilings Obtained from Polymers

    Tomonari Dotera

    Butsuri. 61, (2006) No.8, pp.598-602.

    Abstract

  • 計算機で描く溶液中の高分子ブラシの姿（コラム）

    基礎高分子科学（高分子学会場）p.69 （東京化学同人2006）

  • Dodecagonal quasicrystal in a polymeric alloy

    Tomonari Dotera and Tohru Gemma

    Phil. Mag. 86, pp.1085-1091 (2006).

    (Proceedings of the 9th International Conference on Quasicrystals, Ames, USA, May 2005)

    Abstract

  • みみず鎖モデルの末端間距離の厳密解

    堂寺知成

    高分子学会会誌「高分子」. 54, (2005) 7月号 p.492.

    Abstract

  • A Mesoscopic Archimedean Tiling Having a New Complexity in an ABC Star Polymer

    A. Takano, W. Kawashima, A. Noro, Y. Isono, N. Tanaka, T. Dotera and Y. Matsushita

    J. Polym. Sci. Part B: Polym. Phys. 43, 2427-2432 (2005).

    Abstract

  • 超分子デンドリマーがつくる液晶準結晶

    堂寺知成

    高分子学会会誌「高分子」. 53, (2004) 11月号 p.890.

    Abstract

  • Electrophoresis of long deoxyribonucleic acid in curved channels: The effect of channel width on migration dynamics

    Masanori Ueda ,Tetsuya Hayama ,Yuzuru Takamura ,Yasuhiro Horiike ,Tomonari Dotera, and Yoshinobu Baba

    J. Appl. Phys. 96, (2004) pp. 2937-2944.

    Abstract

  • 『きりんのまだら』 -きりんのまだらの逆襲

    堂寺知成

    セミナー 2004年9月号　数セミブック・プラザ p.90

    書評

  • 『高分子のつくる空間分割』

    堂寺知成

    かたちの科学 百科事典　(形の科学会編集）p.380 (朝倉書店2004.8)

  • Voronoi space division of a polymer

    Nakako Tokita, Megumi Hirabayashi, Chiaki Azuma, and Tomonari Dotera

    AIP Conference proceedings. 708, pp.267-268 (2004).

    Proceedings of the 3rd International Symposium on Slow Dynamics in Complex Systems 3-8 Nov. 2003

  • Simulation of Gaussian and Excluded-Volume Chains in Curved Slits

    Yasuo Y. Suzuki, Tomonari Dotera and Megumi Hirabayashi

    AIP Conference proceedings. 708, pp.257-258 (2004).

    Proceedings of the 3rd International Symposium on Slow Dynamics in Complex Systems 3-8 Nov. 2003

  • Curvature Entropy Trapping of Long DNA under Hydrodynamic Flows in Microfluidic Devices

    Masanori Ueda, Tetsuya Hayama, Yuzuru Takamura, Yasuhiro Horiike, Tomonari Dotera and Yoshinobu Baba

    Jpn. J. Appl. Phys. 43, (2004), pp.1649-1650.

    Abstract

  • Monte Carlo Simulation of Microphase Separations

    Tomonari Dotera

    Kobunshi. 53, (2004), pp.263-266.

    Abstract

  • Voronoi space division of a polymer: Topological Effects, free Volume and surface end segregation

    Nakako Tokita, Megumi Hirabayashi, Chiaki Azuma, and Tomonari Dotera

    J. Chem. Phys. 120, (2004), pp.496-505.

    Abstract

  • Tricontinuous Cubic Structures in ABC/A/C Copolymer and Homopolymer Blends

    Tomonari Dotera

    Phys. Rev. Lett. 89, (2002), 205502.

    Fig. 1 was chosen for Nov. 11 cover illustration and appeared on the top pages of PRL and American Physical Society. journal web sites as Read Article for a week.

    Abstract

  • Monte Carlo Simulations of the Morphology of ABC Starpolymers using the nalnal Bond Method

    Tohru Gemma, Akira Hatano and Tomonari Dotera

    Macromolecules. 35, (2002), pp.3225-3237.

    Abstract

  • Polymer confinement in undulated membrane boxes and tubes

    Tomonari Dotera and Yasuo Y. Suzuki

    Phys. Rev. E. 62, (2000), pp.5318-5323.

    Abstract

  • Microphase Separation Morphology in Multiblock Copolymer Melts Obtained from Monte Carlo Simulations

    Tomonari Dotera, Akira Hatano, and Tohru Gemma

    Kobunshi Ronbunshu. 56, (1999), pp.667-673.

    Abstract

  • Cell Crystals: Kelvin's Polyhedra in Block Copolymer Melts

    Tomonari Dotera

    Phys. Rev. Lett. 82, (1999), pp.105-108.

    Abstract

  • Can Quasicrystals Flow?

    Tomonari Dotera

    Proceedings of the 6th. International Conference on Quasicrystals, S. Takeuchi and T. Fujiwara eds. World Scientific. , (1998), pp.501-504.

    Abstract

  • Formation of Multicontinuous Structures in Block Copolymer Melts

    Tomonari Dotera and Akira Hatano

    Progr. Colloid Polym. Sci. 106, (1997), pp.147-149.

    Abstract

  • The diagonal bond method: A new lattice polymer model for simulation study of block copolymers

    Tomonari Dotera and Akira Hatano

    J. Chem. Phys. 105, (1996), pp.8413-8427.

    Abstract

  • Collective Atomic Flows in Random Tiling Quasicrystals

    Tomonari Dotera

    Proceedings of the 5th. International Conference on Quasicrystals, C.Janot and R.Mosseri eds. World Scientific (1995). **, pp.232-235.

    Abstract

  • Ising-Like Transition and Phason Unlocking in Icosahedral Quasicrystals

    Tomonari Dotera and Paul J. Steinhardt

    Phys. Rev. Lett. 72, (1994), pp.1670-1673.

    Abstract

  • Phason Elasticity and Ising Models

    Tomonari Dotera

    Material Science Forum. 150-151, (1994), pp.375-386.

    (International Symposium on Quasicrystals and Imperfectly Ordered Crystals, 1993 Aug.-Sept.)

    Abstract

  • Computer studies of a phase transition of icosahedral quasicrystals

    Tomonari Dotera

    Materials Science and Engineering. A181/A182, (1994), pp.758-761.

    (RQ8: Eighth International conference on Rapid Quench and Metastable Materials, 1993 Aug.)

    Abstract

  • Dynamical systems for quasiperiodic chains and new self-similar polynomials

    Toshi-kazu Suzuki and Tomonari Dotera

    J. Phys. A: Math. Gen. 26, (1993), pp.6101-6113.

    AbstractFigures

  • Self-similar polynomials and self-similar wave functions obtained from a Fibonacci quasicrystals

    Tomonari Dotera

    Methods of Structural Analysis of Modulated Structures and Quasicrystals, J.M.Perez-Mato, F.J.Zuniga and G.Madariaga eds. World Scientific. **, (1991), pp.667-671.

    Abstract

  • Properties of Decapod Defects

    Tomonari Dotera, Hyeong-Chai Jeong and Paul J. Steinhardt

    Methods of Structural Analysis of Modulated Structures and Quasicrystals, J.M.Perez-Mato, F.J.Zuniga and G.Madariaga eds. World Scientific. **, (1991), pp.660-666.

    Abstract

  • Comments on Eigenvalue Problems on the Fibonacci Quasicrystals

    Tomonari Dotera

    (Proceedings of China-Japan seminars) Quasicrystals, K.H.Kuo and T.Ninomiya eds. World Scientific. **, (1991), pp.316-323.

    Abstract

  • Zeros of Partition Function and High Temperature Expansion for the Two-Dimensional Ising Models

    Ryuzo Abe, Tomonari Dotera and Takeshi Ogawa

    Prog. Theor. Phys. 85, (1991), pp.509-525.

    Abstract

  • Critical Compressibility Factor of Two-Dimensional Lattice Gas - Kagome and Diced Lattices-

    Ryuzo Abe, Tomonari Dotera and Takeshi Ogawa

    Prog. Theor. Phys. 84, (1990) pp.425-435.

    Abstract

  • High Temperature Expansion for the Ising Model on the Dual Penrose Lattice

    Tomonari Dotera and Ryuzo Abe

    J. Phys. Soc. Jpn. 59, (1990), pp.2064-2077.

    Abstract

  • High Temperature Expansion for the Ising Model on the Penrose Lattice

    Ryuzo Abe and Tomonari Dotera

    J. Phys. Soc. Jpn. 58, (1989), pp.3219-3226.

    Abstract

  • Self-similar polynomials obtained from a one-dimensional quasiperiodic model

    Tomonari Dotera

    Phys. Rev. B. 38, (1988), pp.11534-11542.

    AbstractFigures