Kazutake Komori, Sou Kaneko: Predicting Ductile Fracture during Torsion Testing Using Dislocation Density Tensor, Engineering Fracture Mechanics, 301(2024), 110008.

Kazutake Komori, Predicting Ductile Fracture During Extended Miyauchi Shear Testing Using Analytical Model, International Journal of Solids and Structures, 275(2023), 112320.

Kazutake Komori, Keisuke Matsushima: Predicting Ductile Fracture during Biaxial Sheet Stretching Using an Ellipsoidal Void Model, Theoretical and Applied Fracture Mechanics, 118(2022), 103215.

Kazutake Komori: Simulation of the Influence of Lode Parameter on Ductile Fracture Using an Ellipsoidal Void Model, International Journal of Solids and Structures, 229(2021), 111143.

Kazutake Komori: Predicting Ductile Fracture in Ferrous Materials during Cylinder Upsetting Using an Ellipsoidal Void Model, Theoretical and Applied Fracture Mechanics, 108(2020), 102636.

Kazutake Komori: Simulation of Snaking and Buckling in Hot Sheet Rolling, ISIJ International, 60-6(2020), pp.1244-1252.

Kazutake Komori: Ductile Fracture in Metal Forming - Modeling and Simulation, (2019), Academic Press.

小森和武：熱間圧延ロール研究会の活動と成果，ふぇらむ，24-10(2019), pp.651-654.

小森和武：熱間薄板圧延時の絞り込みのシミュレーション，鉄と鋼，104-12(2018), pp.742-749.

Kazutake Komori: Improvement and Validation of the Ellipsoidal Void Model for Predicting Ductile Fracture, Procedia Engineering, 207(2017), pp.2036-2041.

Kazutake Komori: Predicting Ductile Fracture in Ferrous Materials during Tensile Tests Using an Ellipsoidal Void Model, Mechanics of Materials, 113(2017), pp.24-43.

小森和武：引抜きシミュレーションにおける破壊予測，塑性と加工，57-661(2016), pp.105-108.

Kazutake Komori: Predicting Ductile Fracture in Pure Metals and Alloys Using Notched Tensile Specimens by an Ellipsoidal Void Model, Engineering Fracture Mechanics, 151(2016), pp.51-69.

Kazutake Komori: Proposal and Use of a Void Model for Inclusion Cracking for Simulating Inner Fracture Defects in Drawing of Ferrite-Pearlite Steels, Mechanics of Materials, 77(2014), pp.98-109.

Kazutake Komori: Evaluation of Ductile Fracture in Sheet Metal Forming using the Ellipsoidal Void Model, Mechanics of Materials, 77(2014), pp.67-79.

Kazutake Komori: Simulation of Stationary Crack during Blanking using Node Separation Method, Procedia Engineering, 81(2014), pp.1102-1107.

Kazutake Komori: Improvement of an Ellipsoidal Void Model for Simulating Ductile Fracture Behavior, Key Engineering Materials, 577-578(2014), pp.93-96.

Kazutake Komori: Simulation of Crack Arrest in Blanking Using the Node Separation Method, International Journal of Mechanical Science, 68(2013), pp.150-159.

Kazutake Komori: An Ellipsoidal Void Model for Simulating Ductile Fracture Behavior, Mechanics of Materials, 60(2013), pp.36-54.

Kazutake Komori: An Ellipsoidal Void Model for the Evaluation of Ductile Fracture in Sheet Metal Forming, Computational Materials Science, 67(2013), pp.408-416.

小森和武：微視的モデルを併用した塑性加工中の延性破壊の数値解析，塑性と加工，53-620(2012), pp.795-799.

Kazutake Komori: Improved Void Model for Simulating Inner Fracture Defects in Drawing, Steel Research International, Special Edition: 10th International Conference on Technology of Plasticity, ICTP 2011, (2011), pp.913-918.

Kazutake Komori: Proposal and Use of a Void Model for the Simulation of Tensile Test by the Node Separation Method, Journal of the Mechanical Behavior of Materials, 19-5(2009), pp.279-288.

Kazutake Komori, Kouta Mizuno: Study on Plastic Deformation in Cone-type Rotary Piercing Process using Model Piercing Mill for Modeling Clay, Journal of Materials Processing Technology, 209-11(2009), pp.4994-5001.

日本塑性加工学会(共著)：例題で学ぶはじめての塑性力学，(2009), 森北出版．

Kazutake Komori: Analysis of Longitudinal Buckling in Temper Rolling, ISIJ International, 49-3(2009), pp.408-415.

Kazutake Komori: Evolution of Void Volume Fraction for Simulating Inner Fracture Defects related to in Drawing of High-Carbon Steel Wire Rods, Theoretical and Applied Fracture Mechanics, 50-2(2008), pp.157-166.

小森和武：調質圧延時の縦バックルの解析，鉄と鋼，94-10(2008), pp.452-459.

Kazutake Komori: Proposal and Use of a Void Model for the Simulation of Inner Fracture Defect in Drawing, Acta Materialia, 54-16(2006), pp.4351-4364.

Kazutake Komori: Proposal and Use of a Void Model for the Simulation of Shearing, Materials Science and Engineering: A, 421-1/2(2006), pp.226-237.

Kazutake Komori, Minoru Suzuki: Simulation of Deformation and Temperature in Press Roll Piercing, Journal of Materials Processing Technology, 169-2(2006), pp.249-257.

Kazutake Komori: Simulation of Mannesmann Piercing Process by the Three-Dimensional Rigid-Plastic Finite-Element Method, International Journal of Mechanical Science, 47-12(2005), pp.1838-1853.

Kazutake Komori: Ductile Fracture Criteria for Simulating Shear by Node Separation Method, Theoretical and Applied Fracture Mechanics, 43-1(2005), pp.101-114.

Kazutake Komori: Simulation of Deformation and Temperature in Caliber Rolling: Effect of Finite-Element Mesh in Cross Section, Journal of Materials Processing Technology, 143-144(2004), pp.367-372.

小森和武：計算工学を利用した伸線･その他の加工解析，塑性と加工，44-507(2003), pp.405-408.

小森和武：入門講座 圧延理論入門-9 有限要素法を利用した圧延理論，ふぇらむ，8-1(2003), pp.13-19.

Kazutake Komori: Effect of Ductile Fracture Criteria on Chevron Crack Formation and Evolution in Drawing, International Journal of Mechanical Science, 45-1(2003), pp.141-160.

Kazutake Komori: Simulation of Tensile Test by Node Separation Method, Journal of Materials Processing Technology, 125-126(2002), pp.608-612.

Kazutake Komori: An Upper Bound Method for Analysis of Three-Dimensional Deformation in the Flat Rolling of Bars, International Journal of Mechanical Science, 44-1(2002), pp.37-55.

Kazutake Komori, Kazunori Kato: Analysis of Stress Distribution in Caliber Rolling by the Energy Method using Finite-Element Division, Journal of Materials Processing Technology, 117-1/2(2001), pp.201-208.

小森和武：微視的モデルを用いた引抜き加工時の内部割れ欠陥の解析，日本機械学会論文集(A編)，67-660(2001), pp.1393-1401.

小森和武：ボイド理論による延性破壊の解析，塑性と加工，42-481(2001), pp.94-98.

Kazutake Komori: Simulation of Shearing by Node Separation Method, Computers & Structures, 79-2(2001), pp.197-207.

Kazutake Komori, Katsuhiko Koumura: Simulation of Deformation and Temperature in Multi-pass H-shape Rolling, Journal of Materials Processing Technology, 105/1-2(2000), pp.24-31.

Kazutake Komori: Simulation of Chevron Crack Formation and Evolution in Drawing, International Journal of Mechanical Science, 41-12(1999), pp.1499-1513.

小森和武：微視的モデルを考慮したせん断加工の数値シミュレーション，塑性と加工，40-466(1999), pp.1086-1090.

Kazutake Komori: Proposal and Use of a Void Model for the Simulation of Ductile Fracture Behavior, Acta Materialia, 47-10(1999), pp.3069-3077.

Kazutake Komori: Simulation of Deformation and Temperature in Multipass Three-roll Rolling, Journal of Material Processing Technology, 92-93(1999), pp.450-457.

Kazutake Komori: Analysis of Cross and Vertical Buckling in Sheet Metal Rolling, International Journal of Mechanical Science, 40-12(1998), pp.1235-1246.

小森和武：微視的モデルの提案とそれを考慮した延性破壊挙動の数値シミュレーション，塑性と加工，39-452(1998), pp.949-953.

Kazutake Komori: Rigid-Plastic Finite-Element Method for Analysis of Three-Dimensional Rolling That Requires Small Memory Capacity, International Journal of Mechanical Science, 40-5(1998), pp.479-491.

小森和武：引抜き加工におけるFEM解析技術の進歩，塑性と加工，39-447(1998), pp.315-317.

小森和武，香村克彦：多パスH形鋼圧延の変形及び温度解析，日本機械学会論文集(A編)，64-619(1998), pp.729-736.

Kazutake Komori: Simulation of Deformation and Temperature in Multi-pass Caliber Rolling, Journal of Materials Processing Technology, 71-2(1997), pp.329-336.

小森和武：せん断加工の数値シミュレーション，塑性と加工，38-433(1997), pp.129-134.

小森和武：引抜き加工時のシェブロンクラックの数値シミュレーション，塑性と加工，37-426(1996), pp.755-760.

Kazutake Komori: Analysis of Herring-Bone Mechanism in Sheet Rolling, Journal of Materials Processing Technology, 60(1996), pp.377-380.

小森和武：多パス三方ロール圧延の変形及び温度解析，日本機械学会論文集(A編)，62-596(1996), pp.1045-1050.

青木勇，小島之夫，小森和武，吉田一也：塑性力学の基礎，(1996), 産業図書．

小森和武：薄板圧延時のクロス及び縦バックルの解析，塑性と加工，36-410(1995), pp.211-217.

小森和武：必要な記憶容量が小さい三次元圧延の剛塑性有限要素解析法，塑性と加工，35-407(1994), pp.1400-1405.

小森和武：多パス孔型圧延の変形及び温度解析，日本機械学会論文集(A編)，59-568(1993), pp.2993-2999.

小森和武：連載｢実践･パソコンによる塑性加工の計算｣�V上界法(圧延)，塑性と加工，34-394(1993), pp.1226-1231.

小森和武：剛体及び弾性体工具の押込みの解析(連続分布転位論による弾塑性解析II)，塑性と加工，33-378(1992), pp.868-874.

日本塑性加工学会(共著)：材料加工の計算力学(塑性加工技術シリーズ1)，(1992), コロナ社．

Kazutake Komori, Kazunori Kato: Analysis of Effect of Tension in Bar Rolling by Energy Method using Finite-Element Division, JSME International Journal (Series I), 34-3(1991), pp.305-311.

小森和武：帯板の圧縮変形の解析による基礎的検討(連続分布転位論による弾塑性解析I)，塑性と加工，32-366(1991), pp.886-892.

小森和武，加藤和典：線材圧延の実用的な問題の解析と考察(有限要素エネルギー法による線材圧延の総合的検討II)，塑性と加工，31-350(1990), pp.364-371.

小森和武，加藤和典：線材圧延の解析法の統一と精度の検討(有限要素エネルギー法による線材圧延の総合的検討I)，塑性と加工，31-350(1990), pp.357-363.

小森和武，加藤和典：エネルギ法による線材圧延の張力の影響の解析，日本機械学会論文集(A編)，56-521(1990), pp.182-189.

Kazutake Komori, Kazunori Kato: Analysis of Temperature Distribution in Caliber Rolling of a Bar, JSME International Journal (Series I), 32-2(1989), pp.208-216.

小森和武，加藤和典：有限要素分割を用いるエネルギ法による線材圧延の応力分布の解析，日本機械学会論文集(A編)，54-504(1988), pp.1571-1578.

Kazutake Komori, Kazunori Kato, Tadao Murota: Analysis of Rolling of Bars by the Energy Method using Finite Element Division (Analysis of Square-Oval Pass), JSME International Journal (Series I), 31-2(1988), pp.257-263.

小森和武，加藤和典：線材の孔型圧延の温度分布の解析，日本機械学会論文集(A編)，53-494(1987), pp.1938-1945.

Kazutake Komori, Kazunori Kato, Tadao Murota, Junichi Endo, Yutaka Doi: Analysis of Rolling of Angles by Energy Method using Finite Element Division, JSME International Journal, 30-262(1987), pp.574-580.

小森和武，加藤和典，室田忠雄：有限要素分割を用いるエネルギ法による線材圧延の解析(第2報，角･オーバル圧延の解析)，日本機械学会論文集(A編)，53-488(1987), pp.848-855.

小森和武，加藤和典，室田忠雄，遠藤順一，土井裕：有限要素分割を用いるエネルギ法による山形材圧延の解析，日本機械学会論文集(A編)，52-479(1986), pp.1724-1732.

Kazutake Komori, Kazunori Kato, Tadao Murota: Analysis of Rolling of Bars by the Energy Method using Finite Element Division, Bulletin of JSME, 29-251(1986), pp.1412-1418.

Kazunori Kato, Tadao Murota, Kazutake Komori: Improvement of the Energy Method using Finite Element Division and Application to Flat Rolling, Bulletin of JSME, 29-251(1986), pp.1404-1411.

小森和武，加藤和典，室田忠雄：有限要素分割を用いるエネルギ法による線材圧延の解析，日本機械学会論文集(A編)，51-469(1985), pp.2181-2189.

加藤和典，室田忠雄，小森和武：有限要素分割を用いるエネルギ法と角棒平圧延の解析，日本機械学会論文集(A編)，51-469(1985), pp.2172-2180.