Contribution to the 3R Principle: Description of a Specimen-Specific Finite Element Model Simulating 3-Point-Bending Tests in Mouse Tibiae
Huang, XW; Nussler, AK; Reumann, MK; Augat, P; Menger, MM; Ghallab, A; Hengstler, JG; Histing, T; Ehnert, S
BIOENGINEERING-BASEL. 2022; 9(8): 337
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Transpatellar bone tunnels perforating the lateral or anterior cortex increase the risk of patellar fracture in MPFL reconstruction: a finite element analysis and survey of the International Patellofemoral Study Group.
Wierer, G; Winkler, PW; Pomwenger, W; Plachel, F; Moroder, P; Seitlinger, G
Knee Surg Sports Traumatol Arthrosc. 2022; 30(5):1620-1628
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Prediction of interfragmentary movement in fracture fixation constructs using a combination of finite element modeling and rigid body assumptions.
Muhling, M; Winkler, M; Augat, P
Comput Methods Biomech Biomed Engin. 2021; 24(15):1752-1760
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Reporting checklist for verification and validation of finite element analysis in orthopedic and trauma biomechanics.
Oefner, C; Herrmann, S; Kebbach, M; Lange, HE; Kluess, D; Woiczinski, M
MED ENG PHYS. 2021; 92: 25-32.
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Finite element analysis of Bi-condylar Tibial Plateau fractures to assess the effect of coronal splits.
Samsami, S; Herrmann, S; Patzold, R; Winkler, M; Augat, P
MED ENG PHYS. 2020; 84: 84-95.
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Influence of glenoid implant depth on the bone-polymethylmethacrylate interface
Pomwenger, W; Entacher, K; Resch, H; Schuller-G?tzburg, P
OBERE EXTREMITAET-SC. 2019; 14(4): 284-291.
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Stability of femoral neck fracture fixation: A finite element analysis.
Samsami, S; Augat, P; Rouhi, G;
Proc Inst Mech Eng H. 2019; 233(9): 892-900.
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Three-Dimensional Finite Element Analysis of Maxillary Sinus Floor Augmentation with Optimal Positioning of a Bone Graft Block
Schuller-Gotzburg, P; Forte, T; Pomwenger, W; Petutschnigg, A; Watzinger, F; Entacher, K
SYMMETRY-BASEL. 2018; 10(2): 33
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Anterior Shoulder Instability Is Associated With an Underlying Deficiency of the Bony Glenoid Concavity.
Moroder, P; Ernstbrunner, L; Pomwenger, W; Oberhauser, F; Hitzl, W; Tauber, M; Resch, H; Moroder, R;
Arthroscopy. 2015; 31(7):122-131
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Quantification of tibial bone loss in antegrade versus retrograde tunnel placement for anterior cruciate ligament reconstruction.
Osti, M; Krawinkel, A; Hoffelner, T; Benedetto, KP;
Int Orthop. 2015; 39(8): 1611-1614.
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Multi-patient finite element simulation of keeled versus pegged glenoid implant designs in shoulder arthroplasty.
Pomwenger, W; Entacher, K; Resch, H; Schuller-Götzburg, P;
Med Biol Eng Comput. 2015; 53(9): 781-790.
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Prediction of bone strength by mu CT and MDCT-based finite-element-models: How much spatial resolution is needed?
Bauer, JS; Sidorenko, I; Mueller, D; Baum, T; Issever, AS; Eckstein, F; Rummeny, EJ; Link, TM; Raeth, CW
EUR J RADIOL. 2014; 83(1): E36-E42.
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Locally measured microstructural parameters are better associated with vertebral strength than whole bone density.
Hazrati Marangalou, J; Eckstein, F; Kuhn, V; Ito, K; Cataldi, M; Taddei, F; van Rietbergen, B;
Osteoporos Int. 2014; 25(4): 1285-1296.
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Need for CT-based bone density modelling in finite element analysis of a shoulder arthroplasty revealed through a novel method for result analysis.
Pomwenger, W; Entacher, K; Resch, H; Schuller-Götzburg, P;
Biomed Tech (Berl). 2014; 59(5): 421-430.
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Individual density-elasticity relationships improve accuracy of subject-specific finite element models of human femurs.
Eberle, S; Göttlinger, M; Augat, P;
J Biomech. 2013; 46(13): 2152-2157.
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[Stability of volar fixed-angle plating for distal radius fractures : Failure modes in osteoporotic bone].
Mair, S; Weninger, P; Högel, F; Panzer, S; Augat, P;
Unfallchirurg. 2013; 116(4):338-344
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Sinus Elevation with a Cortical Bone Graft Block: A Patient-Specific Three-Dimensional Finite Element Study
Schuller-Gotzburg, P; Entacher, K; Petutschnigg, A; Pomwenger, W; Watzinger, F
INT J ORAL MAX IMPL. 2012; 27(2): 359-368.
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Computational finite element bone mechanics accurately predicts mechanical competence in the human radius of an elderly population.
Mueller, TL; Christen, D; Sandercott, S; Boyd, SK; van Rietbergen, B; Eckstein, F; Lochmüller, EM; Müller, R; van Lenthe, GH;
Bone. 2011; 48(6): 1232-1238.
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Stronger Implant does not cause Stress-Shielding in the Fixation of Hip Fractures - Validated Finite Element Analysis and Cadaver Tests
Eberle, S; Gerber, C; von Oldenburg, G; Augat, P
IFMBE PROC. 2010; 25: 224-226.
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A biomechanical evaluation of orthopaedic implants for hip fractures by finite element analysis and in-vitro tests.
Eberle, S; Gerber, C; von Oldenburg, G; Högel, F; Augat, P;
Proc Inst Mech Eng H. 2010; 224(10): 1141-1152.
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Non-invasive bone competence analysis by high-resolution pQCT: an in vitro reproducibility study on structural and mechanical properties at the human radius.
Mueller, TL; Stauber, M; Kohler, T; Eckstein, F; Müller, R; van Lenthe, GH;
BONE. 2009; 44(2): 364-371.
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3D-FEM and histomorphology of mandibular reconstruction with the titanium functionally dynamic bridging plate.
Schuller-Götzburg, P; Pleschberger, M; Rammerstorfer, FG; Krenkel, C;
INT J ORAL MAX SURG. 2009; 38(12): 1298-1305.
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Trabecular bone fracture healing simulation with finite element analysis and fuzzy logic.
Shefelbine, SJ; Augat, P; Claes, L; Simon, U;
J Biomech. 2005; 38(12):244-250
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Prediction of fracture callus mechanical properties using micro-CT images and voxel-based finite element analysis.
Shefelbine, SJ; Simon, U; Claes, L; Gold, A; Gabet, Y; Bab, I; Müller, R; Augat, P;
Bone. 2005; 36(3):480-488
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2D-finite element analyses and histomorphology of lag screws with and without a biconcave washer.
Schuller-Götzburg, P; Krenkel, C; Reiter, TJ; Plenk, H;
J Biomech. 1999; 32(5):511-520
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[Relevance of susceptibility-induced geometrical distortion for validity of MRI-based cartilage volume and density measurements of the knee joint].
Schnier, M; Priebsch, J; Faber, S; Haubner, M; Glaser, C; Englmeier, KH; Reiser, M; Eckstein, F;
Biomed Tech (Berl). 1998; 43(9): 243-248.
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Mechanobiological adaptation of subchondral bone as a function of joint incongruity and loading.
Eckstein, F; Jacobs, CR; Merz, BR;
Med Eng Phys. 1997; 19(8): 720-728.
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Computer simulation of subchondral bone adaptation to mechanical loading in an incongruous joint.
Jacobs, CR; Eckstein, F;
Anat Rec. 1997; 249(3): 317-326.
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Morphomechanics of the humero-ulnar joint: II. Concave incongruity determines the distribution of load and subchondral mineralization.
Eckstein, F; Merz, B; Müller-Gerbl, M; Holzknecht, N; Pleier, M; Putz, R;
Anat Rec. 1995; 243(3): 327-335.
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