2007
DOI: 10.1007/s00419-007-0138-9
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A study on validity of using average fiber aspect ratio for mechanical properties of aligned short fiber composites with different fiber aspect ratios

Abstract: A closed-form solution using the actual distribution of the fiber aspect ratio is proposed for predicting the stiffness of aligned short fiber composite. The present model is the simplified form of Takao and Taya's model and the extended version of Taya and Chou's model, where Eshelby's equivalent inclusion method modified for finite fiber volume fraction is employed. The validity of using average fiber aspect ratio for predicting the composite stiffness is justified in terms of the scatter of fiber aspect rat… Show more

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Cited by 6 publications
(4 citation statements)
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“…in which κ 1 = ψ (1) 0 , J, ψ (4) 0 , κ 2 = ψ (2) 0 , J, ψ (5) 0 , κ 3 = ψ (3) 0 , J, ψ (6) 0 . Thus zero eigenfunctions satisfy the adjoint relationships of the symplectic orthogonality:…”
Section: The Adjoint Relationships Of the Symplectic Orthogonality Bementioning
confidence: 99%
See 1 more Smart Citation
“…in which κ 1 = ψ (1) 0 , J, ψ (4) 0 , κ 2 = ψ (2) 0 , J, ψ (5) 0 , κ 3 = ψ (3) 0 , J, ψ (6) 0 . Thus zero eigenfunctions satisfy the adjoint relationships of the symplectic orthogonality:…”
Section: The Adjoint Relationships Of the Symplectic Orthogonality Bementioning
confidence: 99%
“…Recently, a considerable effort has been devoted to developing the theories about the strength and toughness of the fiber reinforced composites [1,2], since it is essential to understand how stresses are transferred at the interface of the composites. Aveston and Kelly [3] assumed that a constant shear stress acted at the fiber-matrix interface.…”
Section: Introductionmentioning
confidence: 99%
“…This is because the particle size of the original ceramic powders is too large to infiltrate evenly into inner cross-linked space. Ultimately, the large inter-space between uneven matrix and alumina fibres may lead to weak bonding at the fibre/matrix interface, which can not transfer the internal stress from matrix to fibres in time, while carrying external loads [20,21]. Besides, the alumina fibres treated for 1 min in the second-step ball-milling process are uniformly distributed in ceramic powders (Fig.…”
Section: Effects Of Ball-milling Timementioning
confidence: 99%
“…1 (d)), this is because original ceramic powders are too agglomerating to in ltrate evenly into the inner cross-linked space. Ulteriorly, the numerous inter-space between uneven matrix and alumina bers may lead to weak bonding between ber/matrix interface, which can't transfer the internal stress from matrix to bers in time while carrying external loads [20][21].…”
Section: Characterizationmentioning
confidence: 99%