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<t>Substep</t> optimization of <t>FEA</t> under compressive loading. Mean and standard deviation of relative modulus values are shown as a function of substep number. At substep number of 50 and higher, 100% relative modulus was achieved for all specimens. For both x‐ and y‐shear loading, 100% relative modulus was observed for all specimens at the smallest substep number of 5 (data not shown).
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Substep optimization of FEA under compressive loading. Mean and standard deviation of relative modulus values are shown as a function of substep number. At substep number of 50 and higher, 100% relative modulus was achieved for all specimens. For both x‐ and y‐shear loading, 100% relative modulus was observed for all specimens at the smallest substep number of 5 (data not shown).

Journal: JBMR Plus

Article Title: Computed Tomography– Based Stiffness Measures of Trabecular Bone Microstructure: Cadaveric Validation and In Vivo Application

doi: 10.1002/jbm4.10627

Figure Lengend Snippet: Substep optimization of FEA under compressive loading. Mean and standard deviation of relative modulus values are shown as a function of substep number. At substep number of 50 and higher, 100% relative modulus was achieved for all specimens. For both x‐ and y‐shear loading, 100% relative modulus was observed for all specimens at the smallest substep number of 5 (data not shown).

Article Snippet: The substep number and the force and displacement convergence parameters of the FEA algorithm were experimentally optimized within the ANSYS setup.

Techniques: Standard Deviation, Shear