1995
DOI: 10.1007/bf00351628
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Compressive strength of coated rigid-rod polymer fibres

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Cited by 4 publications
(3 citation statements)
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“…Contrary to nonlinear behavior in tension, with increasing axial compressive stress the compressive modulus decreases, the socalled "modulus softening (or strain softening)" phenomenon. For PBZT fibers, the decrease of compressive modulus could be up to 20% in the bending beam test determined with Raman spectroscopy (213) and up to 8% in the microtensile testing machine (MTM) test (214)(215)(216). It has been observed that under compression, the fiber birefringence decreases, corresponding to a crystal/fibril disorientation away from the fiber axis (191,(208)(209)(210)(211)(212)217,218).…”
Section: Compressive Properties As Listed Inmentioning
confidence: 99%
See 1 more Smart Citation
“…Contrary to nonlinear behavior in tension, with increasing axial compressive stress the compressive modulus decreases, the socalled "modulus softening (or strain softening)" phenomenon. For PBZT fibers, the decrease of compressive modulus could be up to 20% in the bending beam test determined with Raman spectroscopy (213) and up to 8% in the microtensile testing machine (MTM) test (214)(215)(216). It has been observed that under compression, the fiber birefringence decreases, corresponding to a crystal/fibril disorientation away from the fiber axis (191,(208)(209)(210)(211)(212)217,218).…”
Section: Compressive Properties As Listed Inmentioning
confidence: 99%
“…(8) PBO composites with imbedded thermoset matrix(18,271,288). (9) PBO fibers coated with stiff ceramic, metal, or metal compounds(2,32,102,133,207,213,289). (10) Preparation of PBO/single-wall-carbon-nanotube composite fibers(290).…”
mentioning
confidence: 99%
“…The filament used in this work is a composite of ceramic/metal particles in a polymer matrix. In the literature, buckling of polymers is usually treated using Euler's criterion with the elastic modulus (in the case of elastic buckling) or tangent modulus in case of inelastic buckling (nonlinear region of the stress strain curve) (Odom and Adams, 1994;Timoshenko and Gere, 1961;de Teresa et al, 1985;Rein and Cohen, 1995;Lee and Santhosh, 1993;Santhosh et al, 1995;Swanson, 1992;Lankford, 1995). The magnitude of the calculated buckling stress will vary with the use of tangent or elastic modulus, but a material with a higher elastic modulus than another material can be expected to have a higher tangent modulus as well.…”
Section: Mechanical Propertiesmentioning
confidence: 99%