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Sumantu Iyer
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Electromechanical response of (3–0, 3–1) particulate, fibrous, and porous piezoelectric composites with anisotropic constituents: A model based on the homogenization method
S Iyer, TA Venkatesh
International Journal of Solids and Structures 51 (6), 1221-1234, 2014
562014
Electromechanical response of (3-0) porous piezoelectric materials: Effects of porosity shape
S Iyer, TA Venkatesh
Journal of Applied Physics 110 (3), 2011
562011
Electromechanical response of porous piezoelectric materials: Effects of porosity connectivity
S Iyer, TA Venkatesh
Applied Physics Letters 97 (7), 2010
512010
Electromechanical behavior of auxetic piezoelectric cellular solids
S Iyer, M Alkhader, TA Venkatesh
Scripta Materialia 99, 65-68, 2015
502015
On the relationships between cellular structure, deformation modes and electromechanical properties of piezoelectric cellular solids
S Iyer, M Alkhader, TA Venkatesh
International Journal of Solids and Structures 80, 73-83, 2016
392016
Electromechanical response of piezoelectric honeycomb foam structures
S Iyer, M Alkhader, TA Venkatesh
Journal of the American Ceramic Society 97 (3), 826-834, 2014
362014
Low frequency acoustic characteristics of periodic honeycomb cellular cores: The effect of relative density and strain fields
M Alkhader, S Iyer, W Shi, TA Venkatesh
Composite Structures 133, 77-84, 2015
282015
Band gaps in Bravais lattices inspired periodic cellular materials and the effect of relative density and strain fields
S Iyer, M Alkhader, TA Venkatesh
ASME International Mechanical Engineering Congress and Exposition 46620 …, 2014
42014
Electromechanical Response of Piezoelectric Cellular Architectures: The effect of topological features and deformation modes
S Iyer
State University of New York at Stony Brook, 2014
22014
Overall properties of piezoelectric particulate composites: Homogenization estimates and finite-element simulations
S Iyer
The Graduate School, Stony Brook University: Stony Brook, NY., 2010
2010
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Articles 1–10