Publications

Journal publications


  1. Mayya, A., Banerjee A., and Rajesh, R., 2018. Role of porosity and matrix behavior on compressive fracture of Haversian bone using random spring network model. Journal of the Mechanical Behavior of Biomedical Materials. , 83, pp. 108-119.
  2. Nijin I.S., Kumar R.S., Banerjee A., 2018. Role of stress-state on initiation and growth of a fatigue crack. International Journal of Fatigue.
  3. Mayya, A., Banerjee A., and Rajesh, R., 2017. Role of matrix behaviour on compressive fracture of bovine cortical bone. Physical Review E, 96(5).
  4. Satheesh, S. M., Banerjee, A., Bhattacharya, E., 2017. Determination of polysilicon Weibull parameters from indentation fracture. Thin Solid Films, 642, pp. 76-81.
  5. Rashid, F. M., Banerjee, A., 2017. Simulation of fracture in a low ductility aluminum alloy using a triaxiality dependent cohesive model. Engineering Fracture Mechanics, 179, pp. 1-12.
  6. Kumar R. S., Nijin I. S., Bharadwaj, M. V., Rajkumar, G., Banerjee A., 2016. Stress-state dependent model for fatigue crack growth. Frattura ed IntegritĂ  Strutturale. 38:p19.
  7. Mayya, A., Banerjee A., and Rajesh, R., 2016. Splitting fracture in bovine bone using a porosity based spring network model. Journal of the Royal Society Interface, 13(124) 20160809.
  8. Mayya, A., Banerjee A., and Rajesh, R., 2016. Haversian microstructure in bovine femoral cortices: An adaptation for improved compressive strength. Material Science and Engineering: C, 59, pp. 454-463.
  9. Boyina, D., Kirubakaran, T., Banerjee, A., Velmurugan, R., 2015. Mixed-mode translaminar fracture of woven composites using a heterogeneous spring network. Mechanics of Materials, 91, pp. 64-75.
  10. Rangaraj, R., Pokale, B., Banerjee, A., Gupta, S., 2015. Investigations on a particle filter algorithm for crack identification in beams from vibration measurements. Structural Control and Health Monitoring, 22, pp. 1049-1067.
  11. Mourya R. K, Banerjee A., Sreedhar B. K., 2015. Effect of creep on the failure probability of bolted flange joints. Engineering Failure Analysis, 50, pp. 71-87.
  12. Kanhurkar, N., Rashid, F. M., Banerjee, A., 2014. On the role of triaxiality in mode-I resistance curves. International Journal of Fracture, Vol. 188 (1), pp. 59-70.
  13. Boyina, D., Banerjee, A., Velmurugan, R., 2014. Mixed-mode translaminar fracture of plain-weave composites. Composites Part B: Engineering Vol. 60, pp. 21-28.
  14. Rashid, F. M., Banerjee, A., 2014. Ductile Fracture Simulation in a Compact Tension Specimen Using a Triaxiality Dependent Cohesive Zone Model. International Journal for Computational Methods in Engineering Science and Mechanics, 15(3), 242-246.
  15. Mayya, A., Banerjee A., and Rajesh, R., 2013. Mammalian cortical bone in tension is non-Haversian. Scientific Reports 3: 2533.
  16. Rashid F. M., Banerjee A., 2013. Implementation and validation of a triaxiality dependent cohesive model: experiments and simulations. International Journal of Fracture. Vol. 181 (2), pp. 227-239.
  17. Jha D., Banerjee A., 2012. A cohesive model for fatigue failure in complex stress-states. International Journal of Fatigue Vol 36 (1), pp. 155-162.
  18. Scheider I., Rajendran M., Banerjee A., 2011. Comparison of different stress-state dependent cohesive zone models applied to thin walled structures. Engineering Fracture Mechanics Vol 78 (3), pp. 534-543.
  19. Bezensek B., Banerjee A., 2010. A local approach model for cleavage fracture of functionally graded materials. Engineering Fracture Mechanics Vol 77 (17), pp. 3394-3407.
  20. Rajendran M., Scheider I., Banerjee A., 2010. Stress state dependent cohesive zone model for thin walled structures. Key Engineering Materials Vols. 417-418 pp. 353-356.
  21. Banerjee A., Manivasagam R., 2009. Triaxiality dependent cohesive zone model. Engineering Fracture Mechanics Vol 76 (12), pp. 1761-1770.
  22. Banerjee A., Hancock J. W., 2004. The role of constraint in the fields of a crack normal to the interface between elastically and plastically mismatched solids. Journal of the Mechanics and Physics of Solids Vol 52 (5), pp. 1093-1108.
  23. Kokini K., Banerjee A., Taylor T.A., 2002. Thermal fracture of interfaces in pre-cracked thermal barrier coatings. Material Science and Engineering A Vol 323, pp. 70-82.


Conference presentations



  • Kumar, D., Banerjee, A., 2018. Deformation and failure of brittle heterogeneous honeycomb solids. 10th European Solid Mechanics Conference, Bologna, Italy.
  • Mayya A., Banerjee A, Rajesh R., 2018. Modelling Compressive Fracture of Haversian Bone using Porosity based Lattice Model. 13th World Congress on Computational Mechanics, New York, USA.
  • Nijin I.S., Banerjee A., 2018. Cohesive zone modelling of initiation and propagation of a fatigue crack. 13th World Congress on Computational Mechanics, New York, USA.
  • Nijin I.S., Banerjee A., 2017. Constraint effects on initiation and growth of a fatigue crack. 14th International Conference on Fracture Rhodes, Greece.
  • Mayya A., Banerjee A., Rajesh R., 2017. Role of porosity network in splitting fracture of bovine cortical bone. 14th International Conference on Fracture, Rhodes, Greece.
  • Kumar, D., Banerjee, A., 2017. Quasi-brittle Behaviour of Heterogeneous Honeycomb Cellular Solid. International Conference on Composite Materials and Structures, IIT Hyderabad.
  • Mayya A., Banerjee A., Rajesh R., 2017. Role of porosity network in anisotropy of compressive strength of cortical bone using random spring network model. International Conference On Composite Materials and Structures, Hyderabad, India.
  • Satheesh, S. M., Banerjee, A., Bhattacharya, E., 2016. Statistical nature of indentation fracture toughness of polysilicon. 17th International Conference on Experimental Mechanics, ICEM17, Rhodes, Greece.
  • Mayya A., Banerjee A., Rajesh R., 2015. Stress-microstructure relationship in humerus of a goat. XXV Congress of the International Society of Biomechanics, Glasgow, UK.
  • Mayya A., Praveen P., Banerjee A., Rajesh R., 2015. Compressive failure of Haversian bone using spring network model. 6th International Conference on Mechanics of Biomaterials and Tissues, Hawaii, USA.
  • Rashid F. Md., Banerjee A., 2015. Simulation of ductile fracture of aluminum alloy using a triaxiality dependent cohesive zone model. International Conference on computational modelling fracture and failure of Materials and Structures, CFRAC 2015, Cachan France.
  • Boyina, D., Kirubakaran, T., Banerjee, A., Velmurugan, R., 2015. Translaminar fracture of WRM composite using Random Spring Network. International Conference on computational modelling fracture and failure of Materials and Structures, CFRAC 2015, Cachan France.
  • Satheesh, S. M., Banerjee, A., Bhattacharya, E., 2014. Estimating failure probability of polysilicon cantilevers. International Conference on MEMS and Sensors, ICMEMSS 2014, IIT Madras.Kanhurkar, N., Rashid, F. M., Banerjee, A., 2014. Constraint Effects Using a Stress-state Dependent Cohesive Model. Presented at the European Conference on Fracture, ECF-20, Trondheim, Norway. (Published in Procedia Materials Science, 3, pp. 1244-1249)
  • Bharadwaj, M. V., Banerjee, A., 2014. Effect of mode-mixity on fatigue crack growth. In proceedings of International Conference on Structural Integrity, ICONS-2014, Kalpakkam, India. (To appear in Procedia Engineering)
  • Mourya R. K, Banerjee A., Sreedhar B. K., 2013. Effect of creep on bolted flange joint failure probabilities. Presented at the International Conference and Exhibition on Pressure Vessels and Piping, OPE-2013, Mammallapuram.
  • Rashid F. Md., Kanhurkar N., Banerjee A., 2013. The role of triaxiality on the growth of a mode I crack. Presented at International Conference and Exhibition on Pressure Vessels and Piping, OPE-2013, Mammallapuram.
  • Rashid F Md., and Banerjee A., 2012. Ductile fracture simulation in compact tension specimen using triaxiality dependent cohesive zone model. In proceedings of the ICCMS 2012 4th International Congress on Computational Mechanics and Simulation, IIT Hyderabad.
  • Rashid F Md., and Banerjee A., 2012. Cohesive parameters determination: experiments and simulations. In proceedings of ESMC 2012 8th European Solid Mechanics Conference, Graz, Austria.
  • Dhatreyi B., Banerjee A., Velmurgan R., 2012. Suitability of cruciform specimens for characterizing biaxial behaviour of composite laminates. In proceedings of the 15th European Conference on Composite Materials, Venice, Italy.
  • Mourya R. K, Banerjee A., Sreedhar B. K., 2012. Behavior of bolted flange joint subjected to creep. In proceedings of the International Conference on Creep Fatigue and Creep-Fatigue Interaction, CF-6, Mamallapuram.
  • Dhatreyi B., Akhilesan S., Banerjee A., Velmurugan R., 2011. Uniaxial and Biaxial Tensile Studies on Plain Weave Glass/Epoxy Composite Laminates. In CD proceedings of the XVII National Seminar on Aerospace Structures (XVII NASAS), IIT Kanpur.
  • Jha D., Banerjee A., 2010. Cohesive model in prediction of multi-axial fatigue. In proceedings of the ASME 2010 International Mechanical Engineering Congress and Exposition, Canada, 15-3.
  • Manivasagam R., Rajendran M., Banerjee A., 2009. Fracture simulation using triaxiality dependent cohesive model. In proceedings of the 3rd International Congress on Computational Mechanics on Computational Mechanics and Simulation (ICCMS09), IIT Bombay, pp. 269-70.
  • Amol V., Banerjee A., Rajesh R., 2009. Simulation of mechanical response of ZrO2/NiGr FGM. In proceedings of the 3rd International Congress on Computational Mechanics on Computational Mechanics and Simulation (ICCMS09), IIT Bombay, pp. 247-48.
  • Nayaka A., Banerjee A., 2008. Bond-thickness effects in mode-I fracture of adhesive joints. In proceedings of the International Conference on Aerospace Science and Technology, Bangalore, INCAST 2008-077.
  • Manivasagam R., Banerjee A., 2008. Stress-state dependent cohesive law in ductile fracture. In proceedings of Interquadrennial Conference of the International Congress on Fracture (IQCICF 08), IISc Bangalore, pp. 125-12.
  • Manivasagam R., Banerjee A., 2007. A new cohesive law to simulate fracture in tensile tests. In: proceedings of International Conference on Theoretical, Applied, Computational and Experimental Mechanics (ICTACEM-2007), IIT Kharagpur, India, ICTACEM-2007/217.
  • Manivasagam R., Banerjee A., Ramesh, K., 2006. A cohesive zone model to predict fatigue crack growth and constraint effects. In: proceedings of the 2nd International Congress on Computational Mechanics and Simulation (ICCMS-06), IITG, Guwahati, Assam, pp. 362-369.
  • Bezensek B., Banerjee A., Hancock, J.W., 2005. A statistical model for brittle fracture of functionally graded materials. In: Proc. ASME 2005 Pressure Vessels and Piping Conference, Denver, CO, USA, Paper No: PVP2005-71152.
  • Banerjee A., Hancock, J. W., 2003. Higher order terms for a crack terminating at the interface between mismatched solids. 2nd MIT Conference on Computational Fluid and Soild Mechanics, Cambridge, USA.
  • Banerjee A., Hancock, J. W., 2002. Structure of the asymptotic fields of a crack normal to the interface between elastically and plastically mismatched solids. 10th ACME-UK, Swansea, Wales.
  • Banerjee A., Hancock, J. W., 2002. A crack normal to an interface between mismatched solids. Advanced Problems in Applied Mechanics, Russian Academy of Sciences. St. Petersburg, Russia.
  • Kokini K., Banerjee A., Taylor T. A., 2000. Thermal fracture of interfaces in precracked thermal barrier coatings, International Conference on Metallurgical Coatings and Thin Films, San Diego, USA.
  • Kokini K., Banerjee A., Zwart D., Taylor T. A., 2000. Thermal fracture of interfaces in precracked thermal barrier coatings subjected to thermal shock, 7th International Symposium on Ceramic Materials and Components for Engines, Goslar, Germany.