This book contains mathematical concepts and theories on topic of thermo elasticity. The concept of thermo elasticity which forms the central theme of this book, finds its roots and application in branches of Mathematics, Physics and Engineering. Thermoplastic behavior of different geometric structures and different boundary conditions are discussed in depth for better understanding of the topics. The mathematical approach for thermoplastic problems may be of immense help for those students, researchers and teachers pursuing work on thermo elasticity and will be helpful to increase the thermal efficiency of materials. This book includes Non-Simple Quasi-Static Thermal Vibration Analysis In An Elliptic Plate Due To Ramp-Type Sectional Heat Supply, Thermoelastic Analysis Of A Thick Plate Subjected To Random Temperature Pulse, Thermal Bending Stresses Analysis Of A Clamped Axisymmetric Elliptic Plate Under Thermal Load, A Fractional-Order Approach Of Thermoelasticity In An Elliptic Disk With Thermal Bending Moments, etc.

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Prof. N. W. Khobragade M.Sc (Stats), M.Sc (Maths), M B A, Ph.D (Maths) Ph.D (Stats), Department of Mathematics, RTM Nagpur University, Nagpur. 30 students have been awarded Doctorate degree (Ph.D) under his supervision. He has more than 300 research publications in national and international journals in mathematics and published more than 50 books.