Basant Lal Sharma

Basant Lal Sharma is an Associate Professor in the Department of Mechanical Engineering at the Indian Institute of Technology Kanpur (IIT Kanpur), where he conducts research at the intersection of solid mechanics, lattice dynamics, and applied mathematics. His work focuses on theoretical aspects of defects in crystalline materials using Hamiltonian mechanics frameworks.

Education:

• PhD in Mechanics with minor in pure Mathematics from Cornell University (2004)
• B.Tech in Mechanical Engineering from IIT Bombay (1999)

Professor Sharma's research spans continuum mechanics, lattice dynamics, and mathematical physics, with particular expertise in dislocation theory, fracture mechanics, and wave propagation in crystalline structures. His work integrates Hamiltonian mechanics with analytical techniques to study defects such as dislocations, phase boundaries, and cracks in crystals. He has developed significant insights into the continuum limit of discrete systems, particularly through his work on lattice waveguides and Sommerfeld problems.

His recent publications demonstrate a consistent focus on wave propagation phenomena in structured media, particularly examining lattice structures through the lens of continuum mechanics. His approach combines rigorous mathematical analysis with physical insights into material behavior, bridging theoretical concepts with practical applications in solid mechanics.

Scientific Recognition:

• EGIDE Fellowship at Ecole Polytechnique, France (2005-06)
• Multiple SIAM Student Travel Awards for conference presentations
• State Merit Award from the Governor of Madhya Pradesh
• National Talent Search Scholarship recipient

Professor Sharma has delivered numerous invited talks at prestigious institutions including Ecole Polytechnique, University of Liverpool, and various IITs, demonstrating his recognition in both mechanical engineering and applied mathematics communities. His interdisciplinary work connects mechanics, mathematics, and materials science, contributing to fundamental understanding of defect dynamics in crystalline materials.