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Jasmin Jelovica
University of British Columbia
Finite element methodComposite materialMaterials scienceStiffnessStructural engineering
47Publications
8H-index
193Citations
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Publications 47
Newest
#1Jani RomanoffH-Index: 19
#2Jasmin JelovicaH-Index: 8
Last. Heikki RemesH-Index: 18
view all 4 authors...
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#1Jasmin Jelovica (UBC: University of British Columbia)H-Index: 8
#2Jani Romanoff (Aalto University)H-Index: 19
Modeling a periodic structure as a homogeneous continuum allows for an effective structural analysis. This approach represents a sandwich panel as a two-dimensional plate of equivalent stiffness. K...
6 CitationsSource
#1Heikki Remes (Aalto University)H-Index: 18
#2Pasquale Gallo (Aalto University)H-Index: 14
Last. Pauli Lehto (Aalto University)H-Index: 7
view all 5 authors...
Abstract This paper investigates the fatigue strength modelling of high-performing welded steel joints. The work considers the strain-based, notch stress, averaged strain energy density approaches, and linear elastic fracture mechanics. A comparison of the methods with experimental data shows that the predictions vary significantly for different modelling assumptions. Only the microstructure-sensitive strain-based approach can predict the fatigue life of various weld geometries and plate thickne...
Source
#1Jani Romanoff (Aalto University)H-Index: 19
#2Heikki Remes (Aalto University)H-Index: 18
Last. Sami Liinalampi (Aalto University)H-Index: 4
view all 8 authors...
Source
#1Faezeh Samanipour (UBC: University of British Columbia)
#2Jasmin Jelovica (UBC: University of British Columbia)H-Index: 8
Abstract While evolutionary algorithms are known among the best methods for solving both theoretical and real-world optimization problems, constraint handling is still one of the major concerns. Common constraint handling methods reject or devalue infeasible solutions depending on their distance from the feasible space, even if they dominate feasible solutions. Alternatively, repair methods aim to overcome infeasibility, but they are currently limited to specific types of problems. In this paper...
Source
#1M.M. Keleshteri (UBC: University of British Columbia)H-Index: 1
#2Jasmin Jelovica (UBC: University of British Columbia)H-Index: 8
Abstract The paper presents large amplitude free vibration response of functionally graded porous (FGP) cylindrical panels considering different shell theories and boundary conditions. Nonlinear governing equations are obtained based on two shell theories, first order shear deformation theory (FSDT) and higher order shear deformation theory (HSDT). The von Karman geometrical nonlinearity along with the Hamilton principle is utilized. Mechanical properties of the open-cell foam are assumed to var...
1 CitationsSource
#2Jerolim Andrić (University of Zagreb)H-Index: 5
Last. Jonas W. Ringsberg (Chalmers University of Technology)H-Index: 18
view all 5 authors...
Today, Classification societies cover all the aspects about linear static finite element (FE) analysis through different design guidelines that help structural designers to streamline the design process and make Rulerequested structural verification of the proposed design. Structural modelling aspects are well defined, but for the wave load modelling some questions arise. Wave pressure distribution can be defined using direct wave calculations (e.g. the panel method) or using the Rule formulae d...
Source
#1Jani Romanoff (Aalto University)H-Index: 19
#2Jasmin Jelovica (UBC: University of British Columbia)H-Index: 8
Last. Heikki Remes (Aalto University)H-Index: 18
view all 4 authors...
1 CitationsSource
#1Jani Romanoff (Aalto University)H-Index: 19
#2Heikki Remes (Aalto University)H-Index: 18
Last. Sami Liinalampi (Aalto University)H-Index: 4
view all 8 authors...
Source
#1Jonas W. RingsbergH-Index: 18
#2Beom-Seon JangH-Index: 10
view all 13 authors...
(COMMITTEE MANDATE) Concern for the quasi-static response of ships and offshore structures, as required for safety and serviceability assessments. Attention shall be given to uncertainty of calculation models for use in reliability methods, and to consider both exact and approximate methods for the determination of stresses appropriate for different acceptance criteria.
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