Matches in SemOpenAlex for { <https://semopenalex.org/work/W4207075654> ?p ?o ?g. }
- W4207075654 endingPage "970" @default.
- W4207075654 startingPage "947" @default.
- W4207075654 abstract "The objective of this paper is to predict the fiber/matrix interfacial debond strength in composites. Atomic force microscopy (AFM) images of the surface topography of a de-sized carbon fiber reveal that there are surface asperities present at various length scales ranging from a nanometer to several microns. These asperities are likely caused by shrinkage of the polyacrylonitrile (PAN) precursor during the graphitization process. In order to bridge the length scales, a Fourier series-decomposition covering a range of asperity wavelengths and amplitudes is necessary to effectively capture the roughness of the fiber surface at different length scales. Further, once a surface asperity profile has been resolved into individual subcomponents using Fourier-decomposition, MD simulations can then be employed to obtain the interfacial shear strength of the subcomponent asperity of a given amplitude and wavelength. Finally, by recombining the peak interfacial shear force obtained from each of these subcomponents into the overall shear force for the fiber surface profile, the length-scale-averaged shear strength can be obtained for any given asperity. The objective of this paper is to use this novel approach to determine the interfacial shear strength of de-sized carbon fiber embedded in an epoxy matrix and compare predicted results with experimental data." @default.
- W4207075654 created "2022-01-26" @default.
- W4207075654 creator A5030998700 @default.
- W4207075654 creator A5032097167 @default.
- W4207075654 creator A5045301888 @default.
- W4207075654 creator A5053109064 @default.
- W4207075654 creator A5062065730 @default.
- W4207075654 creator A5082675881 @default.
- W4207075654 date "2022-01-23" @default.
- W4207075654 modified "2023-10-16" @default.
- W4207075654 title "Simulation of surface asperities on a carbon fiber using molecular dynamics and fourier series decomposition to predict interfacial shear strength in polymer matrix composites" @default.
- W4207075654 cites W1577000337 @default.
- W4207075654 cites W1652491446 @default.
- W4207075654 cites W1917399394 @default.
- W4207075654 cites W1966936030 @default.
- W4207075654 cites W1974603610 @default.
- W4207075654 cites W1977501847 @default.
- W4207075654 cites W1978773746 @default.
- W4207075654 cites W1980282438 @default.
- W4207075654 cites W1984663657 @default.
- W4207075654 cites W1984719882 @default.
- W4207075654 cites W1989544258 @default.
- W4207075654 cites W1990422434 @default.
- W4207075654 cites W1994118766 @default.
- W4207075654 cites W1997180048 @default.
- W4207075654 cites W1997479204 @default.
- W4207075654 cites W1999763899 @default.
- W4207075654 cites W2003305056 @default.
- W4207075654 cites W2004791619 @default.
- W4207075654 cites W2007201990 @default.
- W4207075654 cites W2007414139 @default.
- W4207075654 cites W2008691550 @default.
- W4207075654 cites W2011992312 @default.
- W4207075654 cites W2013679286 @default.
- W4207075654 cites W2021882035 @default.
- W4207075654 cites W2022070814 @default.
- W4207075654 cites W2025019155 @default.
- W4207075654 cites W2031117205 @default.
- W4207075654 cites W2034922015 @default.
- W4207075654 cites W2035247785 @default.
- W4207075654 cites W2040669317 @default.
- W4207075654 cites W2047234938 @default.
- W4207075654 cites W2047565236 @default.
- W4207075654 cites W2048726254 @default.
- W4207075654 cites W2057510087 @default.
- W4207075654 cites W2057958984 @default.
- W4207075654 cites W2058356778 @default.
- W4207075654 cites W2060687540 @default.
- W4207075654 cites W2061024333 @default.
- W4207075654 cites W2064791623 @default.
- W4207075654 cites W2068085138 @default.
- W4207075654 cites W2079998053 @default.
- W4207075654 cites W2083826086 @default.
- W4207075654 cites W2084764371 @default.
- W4207075654 cites W2091858186 @default.
- W4207075654 cites W2092067320 @default.
- W4207075654 cites W2092134636 @default.
- W4207075654 cites W2094256550 @default.
- W4207075654 cites W2095824709 @default.
- W4207075654 cites W2096605684 @default.
- W4207075654 cites W2101246425 @default.
- W4207075654 cites W2111924465 @default.
- W4207075654 cites W2123559277 @default.
- W4207075654 cites W2127825367 @default.
- W4207075654 cites W2142173136 @default.
- W4207075654 cites W2155155530 @default.
- W4207075654 cites W2161688191 @default.
- W4207075654 cites W2170436107 @default.
- W4207075654 cites W2190099795 @default.
- W4207075654 cites W2323503842 @default.
- W4207075654 cites W2466848457 @default.
- W4207075654 cites W2559788156 @default.
- W4207075654 cites W2564404669 @default.
- W4207075654 cites W2737817750 @default.
- W4207075654 cites W2765638456 @default.
- W4207075654 cites W2770954838 @default.
- W4207075654 cites W2902415494 @default.
- W4207075654 cites W2915080834 @default.
- W4207075654 cites W2921990277 @default.
- W4207075654 cites W2927936826 @default.
- W4207075654 cites W2989887341 @default.
- W4207075654 cites W790635613 @default.
- W4207075654 doi "https://doi.org/10.1080/09276440.2022.2029314" @default.
- W4207075654 hasPublicationYear "2022" @default.
- W4207075654 type Work @default.
- W4207075654 citedByCount "3" @default.
- W4207075654 countsByYear W42070756542023 @default.
- W4207075654 crossrefType "journal-article" @default.
- W4207075654 hasAuthorship W4207075654A5030998700 @default.
- W4207075654 hasAuthorship W4207075654A5032097167 @default.
- W4207075654 hasAuthorship W4207075654A5045301888 @default.
- W4207075654 hasAuthorship W4207075654A5053109064 @default.
- W4207075654 hasAuthorship W4207075654A5062065730 @default.
- W4207075654 hasAuthorship W4207075654A5082675881 @default.
- W4207075654 hasConcept C107365816 @default.
- W4207075654 hasConcept C159985019 @default.
- W4207075654 hasConcept C166595027 @default.
- W4207075654 hasConcept C192562407 @default.