"1"^^ . . . . . . "November" . . "2"^^ . "0045-7949" . "000310114500005" . . "The crack band approach has been used in many engineering computations as a simple technique eliminating or reducing the sensitivity of numerical results to the size of finite elements in simulations that involve strain localization due to softening. In the present paper, this traditional technique is carefully analyzed and potential sources of errors are identified. The role of various components of the modeling strategy is elucidated by simple examples dealing with a one-dimensional tensile test and a two-dimensional model of a notched beam subjected to bending. The influence of the specific choice of finite elements, integration scheme and formula for estimation of the crack band width is analyzed. Particular attention is devoted to the differences among band width estimation methods based on element area or volume, on element projection, and on the idea proposed by Oliver (1989). The results are summarized in the form of recommendations which can contribute to reduction of errors in practical simulations."@en . "Computers and Structures" . "P(GAP108/11/1243)" . "Jir\u00E1sek, Milan" . "RIV/68407700:21110/12:00200366!RIV13-GA0-21110___" . . "RIV/68407700:21110/12:00200366" . "Numerical Aspects of the Crack Band Approach"@en . . "19"^^ . . "Bauer, M." . . . "154991" . . . "21110" . . . "Numerical Aspects of the Crack Band Approach"@en . "[935306043D66]" . "110-111" . "Numerical Aspects of the Crack Band Approach" . "softening; cracking; damage; localization; dissipation; fracture energy; crack band"@en . . . "The crack band approach has been used in many engineering computations as a simple technique eliminating or reducing the sensitivity of numerical results to the size of finite elements in simulations that involve strain localization due to softening. In the present paper, this traditional technique is carefully analyzed and potential sources of errors are identified. The role of various components of the modeling strategy is elucidated by simple examples dealing with a one-dimensional tensile test and a two-dimensional model of a notched beam subjected to bending. The influence of the specific choice of finite elements, integration scheme and formula for estimation of the crack band width is analyzed. Particular attention is devoted to the differences among band width estimation methods based on element area or volume, on element projection, and on the idea proposed by Oliver (1989). The results are summarized in the form of recommendations which can contribute to reduction of errors in practical simulations." . . "Numerical Aspects of the Crack Band Approach" . "GB - Spojen\u00E9 kr\u00E1lovstv\u00ED Velk\u00E9 Brit\u00E1nie a Severn\u00EDho Irska" . . "10.1016/j.compstruc.2012.06.006" .