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The pin profile plays a primary role in controlling the rotary and transverse material flow, though the other parameters are supplementing the material flow by supplying the sufficient heat and force.
The potential for adopting the relatively simple-to-conduct edge bearing test as a surrogate for direct determination of the critical transverse material properties is investigated.
The present model, thus, disbands the notion of a fixed compressive strength, and instead uses the mechanics of the failure process to provide the in situ compression strength of a material point in a lamina, the latter being dictated strongly by the current local stress state, the current state of the lamina transverse material properties and the local fiber rotation.
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For this reason the length of transverse weld material needs to be cut out of the extrusion.
The present combined homogenization and multi-objective optimization approach can be used to maximize transverse shear material properties of composite honeycomb structures.
It quantifies the restraint of the member ends by longitudinal and rotational elastic springs, so that the axial tension developed is a function of the transverse loading, material properties, cross-sectional properties and the restraint stiffness.
We show how ultrasonic investigations in experiments where an initially transverse isotropic material undergoes damage-induced anisotropy can be used to guide the development of transverse isotropic damage models.
Modeling of the structures is based on a refined composite thin-walled beam theory and incorporate a number of nonclassical effects, such as transverse shear, material anisotropy, warping inhibition, and rotatory inertia.
The structural model of the wing is in the form of a thin/thick-walled beam and incorporates a number of non-standard effects, such as transverse shear, material anisotropy, warping inhibition, the spanwise non-uniformity of the cross-section, and the rotatory inertias.
We show that for transverse isotropic materials weak coaxial constitutive equations may be characterized using universal relations.
The fibers/tows impregnated with resin are defined by elastic transverse-isotropic material model with ultimate strengths failure of 'expanded smeared crack' both along and perpendicular to fibers/tows axis direction.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com