2022
DOI: 10.1007/s13367-022-00034-x
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Correction to: Simulated orientational morphology from the measured transient rheology of polycarbonate–carbon fiber composites

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“…Eigenvalue-based closure approximations , and the invariant-based optimal fitting (IBOF) closure have been suggested. In our earlier work, we have shown that IBOF closure is more exact in a carbon fiber/polycarbonate system compared to the quadratic closure . However, both IBOF and quadratic closure may have an intrinsic error for the nematic system when the symmetries of the fourth-order tensors are broken.…”
Section: Theorymentioning
confidence: 96%
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“…Eigenvalue-based closure approximations , and the invariant-based optimal fitting (IBOF) closure have been suggested. In our earlier work, we have shown that IBOF closure is more exact in a carbon fiber/polycarbonate system compared to the quadratic closure . However, both IBOF and quadratic closure may have an intrinsic error for the nematic system when the symmetries of the fourth-order tensors are broken.…”
Section: Theorymentioning
confidence: 96%
“…In our earlier work, we have shown that IBOF closure is more exact in a carbon fiber/polycarbonate system compared to the quadratic closure. 40 However, both IBOF and quadratic closure may have an intrinsic error for the nematic system when the symmetries of the fourth-order tensors are broken. In this work, we employed the quadratic closure for simplicity.…”
Section: Excluded Volume Of Long Cntsmentioning
confidence: 99%