SVIBOR - Papers quoted in CC - project code: 2-11-054

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Papers quoted in Current Contents on project 2-11-054


Quoted papers: 9
Other papers: 143
Total: 152


Title: Surge On-state Current Prediction for PIN Semiconductor Devices Using Finite Element Thermal Analysis

Authors:
Bešić, Andro
Benčić, Zvonimir
Damjanić, Frane (8883)
Šelih, Jana
Journal: IEEE, Transactions on Electron. devices
ISSN: 0018-9383
Year: 1991
Pages: from 0 to 0
Language: engleski

Title: Estimation of Transient Thermal Impendance for Constant Current of a Power Thyristor Using Temperature Field Calculation

Authors:
Benčić, Zvonimir
Bešić, Andro
Damjanić, Frane (8883)
Šelih, Jana
Journal: IEEE, Transactions on Electron. devices
Number: 10
ISSN: 0018-9383
Volume: 40
Year: 1993
Pages: from 1885 to 1887
Language: engleski

Title: Bending Moments and Stress Distribution in the Proximal Femur After Total Hip Replacement

Authors:
Herman, S.
Antolič, V.
Iglič, A.
Maček Lebar, A.
Damjanić, Frane (8883)
Srakar, F.
Journal: Acta Pharmaceutica
ISSN: 0001-6667
Volume: 42
Year: 1992
Pages: from 337 to 340
Language: engleski

Title: Numerical Modelling of Thermo-Chemical Processes Related to Bulk Forming Operations

Authors:
Schoenauer, Miroslav
Rodić, Tomaž
Owen, D. Roger J.
Journal: Journal de Physique IV
ISSN: 1155-4339
Volume: 3
Year: 1993
Pages: from 1199 to 1209
Language: engleski

Title: A Combined Finite_Discrete Element Method in Transient Dynamics of Fracturing Solids

Authors:
Munjiza, Ante (121890)
Owen, D. Roger J.
Bićanić, Nenad
Journal: Engineering Computations
Number: 2
ISSN: 0264-4401
Volume: 12
Year: 1995
Pages: from 145 to 174
Number of references: 32
Language: engleski
Summary: This paper discusses the issues involved in the development of combined finite-discrete element methods; both from a fundamental and theoretical viewpoint and some related algorithmic considerations essential for the efficient numerical solution of large scale industrial problems. The finite element representation of the solid region is combined with progressive fracturing, which leads to the formation of discrete elements, which may be composed of one or more deformable finite elements. The applicability of the approach is demonstrated by the solution of a range of examples relevant to various industrial sections.
Keywords: Finite-Discrete elements, Prograssive fracturing, Deformable finite elements

Title: Frictionless Contact with BEM Using Quadratic Programming

Authors:
Šimunović, SrĐan
Saigal, Sunil
Journal: Journal of Engineering Mechanics
Number: 9
ISSN: 0733-9399
Volume: 118
Year: 1992
Pages: from 1876 to 1891
Number of references: 31
Language: engleski
Summary: The contact surface, with its accompanying load transfer, may well constitutive the critical factor in a structural member. Thus it is essential to be able to perform contact stress analysis of a component accurately and efficiency. Considerable research effort is represented in the literature for contact analysis using finite elements. To obtain reliable results in the contact zone, it is necessary to provide a very fine discretization in that zone. Many distinct contact zones may exist, which may force the entire domain, and not just the contact zones, to be discretized finely. This generally leads to an excessive number of degrees of freedom (dof), resulting in an uneconomical, and sometimes intactable, analysis. The boundary element method (BEM), which dealswith the discretization of only the boundaryof the structure being analyzed, may be used to circumvent these difficulties and provide accurate, economical results. While a fine discretization of the contact zone is still unavoidable, the BEM leads to a smaller number of dof's because the rest of the boundary need not have a fine mesh. The problem of frictionless contact between an elastic body and a rigid surface is formulated as an optimization problem. Three distinct functions are defined in terms of the unknown variables (displacements and tractions) corresponding to the contact surface, and exprssed as quadratic objective functions that are to be minimized. The solution is obtained using the standard quadratic programming techniques of optimization. A number of example problems with straight and curved boundaries were solved. The present formulations were validated through comparison of the test problems with existing alternative solutions.

Title: Frictional Contact Formulation Using Quadratic Programming

Authors:
Šimunović, SrĐan
Saigal, Sunil
Journal: Computational Mechanics
Number: 2
ISSN: 0178-7675
Volume: 15
Year: 1994
Pages: from 173 to 187
Language: engleski

Title: A Linear Programming Formulation for Incremental Contact Analysis

Authors:
Šimunović, SrĐan
Saigal, Sunil
Journal: International Journal for Numerical Methods in Engineering
Number: 16
ISSN: 0029-5981
Volume: 38
Year: 1995
Pages: from 2703 to 2725
Number of references: 30
Language: engleski
Summary: A novel algorithm for the analysis of contact problems in elasticity has been presented in this paper. The algorithm is based on the boundary element method and a direct approximation of the contact complementarity using linear programming. An incremental loading scheme has been developed to ensure an accurate approximation of the deformation path that the object experiences during the process of contact. Several numerical examples have been analysed to illustrate the validity of the proposed formulations.

Title: Contact Surface Optimination Using Boundary Element Method

Authors:
Šimunović, SrĐan
Saigal, Sunil
Journal: Computers and Structures
Number: 5
ISSN: 0045-7949
Volume: 56
Year: 1995
Pages: from 745 to 750
Number of references: 15
Language: engleski
Summary: A contact surface design technique, based on a linear programming formulation that was originally developed for the finite element method, has been extended to contact problems modeled using the boundary element method. The design optimization is driven by the minimization of peak contact traction that is a primary variable in the boundary element method. The contact of an elastic body with a rigid surface is considered. The schemes for the modification of the geometry of both the rigid surface and the elastic body are proposed. The solutions of example problems are presented to demonstrate the validity of the present formulations.

Title: Introduction of a Logaritmic Strain Based Finite Starin Elastic-Inelastic Model into a Geometrically Nonlinear Enhanced Strain Metod

Authors:
Schoenauer, Miroslav
Owen, D. Roger J.
Number: Worl
Volume: 3rd
Year: 1994
Pages: from 701 to 702
Number of references: 131
Language: engleski


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