Books Written
An introduction to metamaterials and waves in composites
2011, CRC Press.
[Amazon link].
Books Read
The Heathen in His Blindness by S. N. Balagangadhara [pdf]
Papers Noted
E-Texts Created
Vijayanagar by Robert Sewell [pdf]
Mahabharata by K. M. Ganguli
Book 1: Adi Parva [pdf]
Book 2: Sabha Parva [pdf]
Book 3: Vana Parva [pdf]
Book 4: Virata Parva [pdf]
Book 5: Udyoga Parva [pdf]
Book 6: Bhishma Parva [pdf]
Book 7: Drona Parva [pdf]
Book 8: Karna Parva [[ pdf ]
Book 9: Salya Parva [pdf]
Book 10: Sauptika Parva [pdf]
Book 11: Stri Parva [pdf]
Book 12: Santi Parva [pdf]
Book 13: Anusasana Parva [pdf]
Book 14: Aswamedha Parva [pdf]
Book 15: Asramavasika Parva [pdf]
Book 16: Mausala Parva [pdf]
Book 17: Mahaprasthanika Parva [pdf]
Book 18: Swargarohanika Parva [pdf]
Web Donations
iMechanica [link]
Scribd [link]
Wikiversity
Wikipedia
Acoustic theory [^]
Antiplane shear [^]
Arruda–Boyce model [^]
Bending [^]
Bending of plates [^]
Bresler Pister yield criterion [^]
Cauchy elastic material [^]
Christoffel equation [^]
Clausius–Duhem inequality [^]
Compatibility (mechanics) [^]
Contact mechanics [^]
Curvilinear coordinates [^]
Deformation (mechanics) [^]
Drucker Prager yield criterion [^]
Euler–Bernoulli beam equation [^]
Euler–Lagrange equation [^]
Failure theory (material) [^]
Finite strain theory [^]
Flamant solution [^]
Fracture mechanics [^]
Fracture toughness [^]
Gent (hyperelastic model) [^]
Hill yield criteria [^]
Hoek–Brown failure criterion [^]
Hooke's law [^]
Hosford yield criterion [^]
Hyperelastic material [^]
J integral [^]
Johnson–Holmquist damage model [^]
Kirchhoff–Love plate theory [^]
Lode angle [^]
Macaulay's method [^]
Michell solution [^]
Mie–Gruneisen equation of state [^]
Mindlin–Reissner plate theory [^]
Mohr's circle [^]
Mooney–Rivlin solid [^]
Neo-Hookean solid [^]
Orthotropic material [^]
Plate theory [^]
Polynomial (hyperelastic model) [^]
Sandwich theory [^]
Strain energy release rate [^]
Stress measures [^]
Tensor derivative (continuum mechanics) [^]
Timoshenko beam theory [^]
Transverse isotropy [^]
Tsai-Wu failure criterion [^]
Vibration of plates [^]
Viscoplasticity [^]
Willam-Warnke yield criterion [^]
Yeoh (hyperelastic model) [^]
Yield surface [^]
Publications
Refereed Journal Papers
B. Banerjee and A. Bhawalkar, 2007, An extended Mechanical Threshold Stress plasticity model: I. Modeling 6061-T6 aluminum alloy [pdf], Journal of Mechanics of Materials and Structures. (in press)
J. Guilkey, T. Harman, B. Banerjee, 2007, An Eulerian-Lagrangian approach for simulating explosions of energetic devices[pdf], Computers and Structures, vol 85, no. 11-14, pp. 660-674.
B. Banerjee, 2007, The Mechanical Threshold Stress Model for various tempers of AISI 4340 steel [pdf], International Journal of Solids and Structures., vol 44, no. 3-4, pp. 834-859.
B. Banerjee and D.O. Adams, 2004, On predicting the effective elastic properties of polymer bonded explosives using the recursive cell method [pdf], International Journal of Solids and Structures, vol. 41, no. 2, pp. 481-509.
B. Banerjee and D.O. Adams, 2003 Micromechanics based prediction of effective elastic properties of polymer bonded explosives [pdf], Physica B , vol. 338, pp. 8-15.
B. Banerjee, C.M. Cady, and D.O. Adams, 2003, Micromechanics simulations of glass-estane mock polymer bonded explosives [pdf], Modelling and Simulation in Materials Science and Engineering, vol. 11, pp. 457-475. Institute of Physics
Refereed Conference Papers
B. Banerjee, 2005, Simulation of impact and fragmentation with the material point method [pdf], Proc. 11th International Conference on Fracture, Turin, March 2005.
B. Banerjee and D. O. Adams, 2003, Micromechanics-based prediction of thermoelastic properties of high energy materials, in Constitutive Modeling of Geomaterials , edited by H.I. Ling et al., CRC Press, New York, pp. 158-164.
Unpublished Refereed Journal Papers
B. Banerjee, 2007, An evaluation of plastic flow stress models for the simulation of high-temperature and high-strain-rate deformation of metals [pdf].
Biswajit Banerjee, 2003, Explicit time stepping shell formulation for the material point method [pdf]
B. Banerjee and D.O. Adams, October 2002, On the generalized method of cells and the prediction of effective elastic properties of polymer bonded explosives [pdf], refereed by Mechanics of Materials.
B. Banerjee and D.O. Adams, December 2002, Effective elastic properties of polymer bonded explosives from finite element simulations [pdf], refereed by Composites Science and Technology,
Other Conference Papers
B. Banerjee, 2004, Material Point Method simulations of fragmenting cylinders [pdf], Proc. ASCE EM 2004 Conference, University of Delaware, Newark, June 2004.
B. Banerjee and D.O. Adams, 2002, Micromechanics predictions of thermoelastic properties of high energy materials [pdf], Proc. ASCE EM 2002 Conference, Columbia University, New York, June 2002.
B. Banerjee, J. Grutta, D. Adams, G. Narra, 2000, Micromechanics of high energy materials[pdf], Proc. SEM 2000, Orlando, Florida, June 2000.
Recent Reports
B. Banerjee, 2005, Taylor Impact Tests: Detailed Report [pdf], November 11, 2005.
Unpublished Internal Reports
B. Banerjee, 2004, MPM Validation: Sphere-Cylinder Impact Tests : Energy Balance[pdf], Internal Report, August 2004.
B. Banerjee, 2004, MPM Validation: Sphere-Cylinder Impact: Low Resolution Simulations [pdf], Internal Report, August 2004.
B. Banerjee, 2004, MPM Validation: Sphere-Cylinder Impact: Medium Resolution Simulations [pdf], Internal Report, August 2004.
B. Banerjee, 1999, A three-dimensional formulation of the Generalized Method of Cells with Interfacial Damage [pdf], Internal Report, June 1999.
Ph.D. Thesis and Proposal
Posters and Presentations
B. Banerjee and A. Bhawalkar, Numerical simulation of the dynamic compression of a 6061-T6 aluminum metallic foam (pdf), 7th World Conference on Computational Mechanics, July 2006.
B. Banerjee, A Material Point Method formulation of shells for fluid-structure interaction (pdf), 7th World Conference on Computational Mechanics, July 2006.
B. Banerjee, The Mechanical Threshold Stress model for various tempers of 4340 steel (pdf), 7th World Conference on Computational Mechanics, July 2006.
B. Banerjee, Validation of strain-rate and temperature dependent plasticity models of copper (pdf), 7th World Conference on Computational Mechanics, July 2006.B. Banerjee, Dynamic ductile fracture in Uintah (pdf), C-SAFE Talk, September 27, 2005.
B. Banerjee, Verification and Validation of UINTAH + MTS model for 4340 steel (pdf), C-SAFE TST Meeting, August 16, 2005.
B. Banerjee, Validation of UINTAH: Taylor Impact and Plasticity Models (pdf), McMat 2005, Baton Rouge, June 1, 2005.
B. Banerjee, J. Guilkey, T. Harman, J. Schmidt, and P. McMurtry, Simulation of impact and fragmentation with the Material Point Method (pdf), 11th International Conference on Fracture (ICF 11), Turin, March 21, 2005.
B. Banerjee, Simulating thin shells with MPM (pdf), First Symposium on the Material Point Method, Salt Lake City, March 14, 2005.
B. Banerjee, J. Guilkey, J. Schmidt, T. Harman, and P. McMurtry, Simulation of Failure in UINTAH: Approaches and mesh sensitivity (pdf), C-SAFE Site Review - October 5-6, 2004.
A. Bhawalkar, B. Banerjee, and P. McMurtry, Reducing mesh dependence in Uintah: Viscoplasticity and non-local plasticity (pdf), C-SAFE Site Review - October 5-6, 2004.
B. Banerjee, S. Ambalavanan, J. Schmidt, J. Guilkey, and P. McMurtry, Validation of MPM Simulations in Uintah: Sphere-plate-cylinder impact tests (pdf), C-SAFE Site Review - October 5-6, 2004.
B. Banerjee, S. Ambalavanan, J. Guilkey, T. Harman, and P. McMurtry, Validation of plasticity models in Uintah: Taylor Impact Tests (pdf), C-SAFE Site Review - October 5-6, 2004.
B. Banerjee, Material Point Method simulations of fragmenting cylinders (ppt), 17th ASCE Engineering Mechanics Conference (EM 2004), University of Delaware, Newark, Delaware, June 2004.
B. Banerjee and D. O. Adams, Micromechanics-based determination of effective elastic properties of polymer bonded explosives (updated) (pdf), C-SAFE Site Review, Salt L–Boyce modelake City, Utah, October 2002.
B. Banerjee, Micromechanics-based prediction of thermoelastic properties of high energy materials (pdf), Dissertation Defense Presentation, August 2002.
B. Banerjee and D. O. Adams, Micromechanics-based determination of effective elastic properties of polymer bonded explosives (pdf), ETOPIM 6 - Snowbird, Utah, July 2002.
B. Banerjee and D. O. Adams, Micromechanics-based prediction of thermoelastic properties of high energy materials (pdf) EM 2002 - Colombia University, New York, June 2002.