Quantitative elasticity imaging: what can and cannot be inferred from strain images PE Barbone, JC Bamber Physics in Medicine & Biology 47 (12), 2147, 2002 | 226 | 2002 |
Elastic modulus imaging: on the uniqueness and nonuniqueness of the elastography inverse problem in two dimensions PE Barbone, NH Gokhale Inverse problems 20 (1), 283, 2004 | 184 | 2004 |
Linear and nonlinear elasticity imaging of soft tissue in vivo: demonstration of feasibility AA Oberai, NH Gokhale, S Goenezen, PE Barbone, TJ Hall, AM Sommer, ... Physics in Medicine & Biology 54 (5), 1191, 2009 | 176 | 2009 |
Solution of the nonlinear elasticity imaging inverse problem: the compressible case NH Gokhale, PE Barbone, AA Oberai Inverse Problems 24 (4), 045010, 2008 | 151 | 2008 |
Linear and nonlinear elastic modulus imaging: an application to breast cancer diagnosis S Goenezen, JF Dord, Z Sink, PE Barbone, J Jiang, TJ Hall, AA Oberai IEEE transactions on medical imaging 31 (8), 1628-1637, 2012 | 149 | 2012 |
Solution of the nonlinear elasticity imaging inverse problem: The incompressible case S Goenezen, P Barbone, AA Oberai Computer methods in applied mechanics and engineering 200 (13-16), 1406-1420, 2011 | 125 | 2011 |
Digital volume correlation for study of the mechanics of whole bones AI Hussein, PE Barbone, EF Morgan Procedia Iutam 4, 116-125, 2012 | 116 | 2012 |
Boundary infinite elements for the Helmholtz equation in exterior domains I Harari, PE Barbone, M Slavutin, R Shalom International Journal for Numerical Methods in Engineering 41 (6), 1105-1131, 1998 | 112 | 1998 |
Quantitative three-dimensional elasticity imaging from quasi-static deformation: a phantom study MS Richards, PE Barbone, AA Oberai Physics in Medicine & Biology 54 (3), 757, 2009 | 106 | 2009 |
Elastic modulus imaging: some exact solutions of the compressible elastography inverse problem PE Barbone, AA Oberai Physics in Medicine & Biology 52 (6), 1577, 2007 | 104 | 2007 |
Towards an acoustic model-based poroelastic imaging method: I. Theoretical foundation GP Berry, JC Bamber, CG Armstrong, NR Miller, PE Barbone Ultrasound in medicine & biology 32 (4), 547-567, 2006 | 96 | 2006 |
Coupling between elastic strain and interstitial fluid flow: ramifications for poroelastic imaging R Leiderman, PE Barbone, AA Oberai, JC Bamber Physics in Medicine & Biology 51 (24), 6291, 2006 | 91 | 2006 |
Wave propagation in piezoelectric layered media with some applications B Honein, AMB Braga, P Barbone, G Herrmann Journal of intelligent material systems and structures 2 (4), 542-557, 1991 | 87 | 1991 |
Progress in freehand elastography of the breast JC Bamber, PE Barbone, NL Bush, DO Cosgrove, MM Doyely, ... IEICE TRANSACTIONS on Information and Systems 85 (1), 5-14, 2002 | 65 | 2002 |
Optimal modal reduction of vibrating substructures PE Barbone, D Givoli, I Patlashenko International Journal for Numerical Methods in Engineering 57 (3), 341-369, 2003 | 62 | 2003 |
Which are the important modes of a subsystem? D Givoli, PE Barbone, I Patlashenko International Journal for Numerical Methods in Engineering 59 (12), 1657-1678, 2004 | 55 | 2004 |
Biomechanical imaging of cell stiffness and prestress with subcellular resolution EP Canović, DT Seidl, SR Polio, AA Oberai, PE Barbone, D Stamenović, ... Biomechanics and modeling in mechanobiology 13, 665-678, 2014 | 52 | 2014 |
Towards an acoustic model-based poroelastic imaging method: II. Experimental investigation GP Berry, JC Bamber, NR Miller, PE Barbone, NL Bush, CG Armstrong Ultrasound in medicine & biology 32 (12), 1869-1885, 2006 | 52 | 2006 |
Adjoint‐weighted variational formulation for the direct solution of inverse problems of general linear elasticity with full interior data PE Barbone, CE Rivas, I Harari, U Albocher, AA Oberai, Y Zhang International journal for numerical methods in engineering 81 (13), 1713-1736, 2010 | 51 | 2010 |
Nearly H1-optimal finite element methods PE Barbone, I Harari Computer Methods in Applied Mechanics and Engineering 190 (43-44), 5679-5690, 2001 | 51 | 2001 |