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Geodesics and semi-geodesics are commonly used as non-slippage trajectories in the fiber path design.
The first two pertain to the fiber path design of a plate under uniform compression.
However, traditional representation methods of curvilinear fiber path are usually not flexible for cutout reinforcement.
However, the problem with filament winding is that the trajectory of the fiber path and the corresponding fiber angles cannot be chosen freely because of the stability requirement of fiber path.
This paper presents the detailed derivation of four theoretical fiber path definitions for generalized conical shell surfaces.
In this study, filament winding patterns were calculated using a semi-geodesic fiber path equation for an arbitrary surface.
Similar(27)
These problems can be avoided by considering continuously varying fiber paths.
Once the optimal design variables are obtained, consequently, the fiber paths are optimized.
Besides, composite manufacturing technologies, such as Advanced Fiber Placement (AFP), produce better results when fiber paths are continuous.
Biological structural fixed joints exhibit unique attributes, including highly optimized fiber paths which minimize stress concentrations.
The optimization is performed with fiber paths represented as independent discrete fibers and continuous curvilinear fibers.
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