Matches in SemOpenAlex for { <https://semopenalex.org/work/W1991166397> ?p ?o ?g. }
- W1991166397 endingPage "2628" @default.
- W1991166397 startingPage "2610" @default.
- W1991166397 abstract "Typical interfacial strength parameters calculated from the microbond and pull-out tests are the ultimate (local) interfacial shear strength, τd, and the critical energy release rate, Gic. These two parameters are often considered as criteria for interfacial failure. Several years ago, we proposed a new interfacial parameter, adhesional pressure (σd), which is the normal (tensile) stress component at the fiber–matrix interface at the moment of the debonding onset near the crack tip. Adhesional pressure has the following advantages as an interfacial parameter and eventual failure criterion: (a) it corresponds to the actual mechanism of crack initiation in the microbond test (interfacial debonding starts in tensile mode), and (b) the σd value is directly proportional to the work of adhesion, WA, between the fiber and matrix surfaces. In this paper, we investigated, both theoretically and experimentally, the applicability of the adhesional pressure as an interfacial failure criterion. Several fiber–polymer pairs have been tested using a microbond technique, and local interfacial parameters (τd, Gic and σd) for these systems have been measured. Assuming σd = const, we analyzed the initiation of interfacial crack (the debond force, Fd, as a function of the embedded length, le) as well as crack propagation (variation of the crack length with the load applied to the fiber) and dependencies of the peak force, Fmax, and the apparent shear strength, τapp, on the embedded length. Residual thermal stresses and interfacial friction were included in our analysis. A comparison with two other interfacial failure criteria (τd and Gic) was made depending on specimen geometry (cylindrical specimens; spherical matrix droplets). It was found that all three parameters satisfactorily describe interfacial failure in a microbond test, yielding asymptotically (at large embedded lengths) very close predictions for Fmax and τapp as functions of the embedded length. They also predict equally well the interfacial crack growth under increasing external load for not very large crack lengths. For shorter embedded lengths, the three interfacial criteria yield substantially different results, e.g. finite τapp value as le → 0 from the τd criterion, infinite τapp from Gic = const, and zero τapp from σd = const. In this range of le’s, the local interfacial strength, τd, appears to be the best failure criterion." @default.
- W1991166397 created "2016-06-24" @default.
- W1991166397 creator A5021890473 @default.
- W1991166397 creator A5051198468 @default.
- W1991166397 creator A5052177151 @default.
- W1991166397 date "2006-12-01" @default.
- W1991166397 modified "2023-10-18" @default.
- W1991166397 title "Adhesional pressure as a criterion for interfacial failure in fibrous microcomposites and its determination using a microbond test" @default.
- W1991166397 cites W1534613124 @default.
- W1991166397 cites W1545379913 @default.
- W1991166397 cites W1802201067 @default.
- W1991166397 cites W1964455735 @default.
- W1991166397 cites W1965888915 @default.
- W1991166397 cites W1968282888 @default.
- W1991166397 cites W1977168264 @default.
- W1991166397 cites W1977601567 @default.
- W1991166397 cites W1978798482 @default.
- W1991166397 cites W1980304345 @default.
- W1991166397 cites W1982335417 @default.
- W1991166397 cites W1984277492 @default.
- W1991166397 cites W1987090336 @default.
- W1991166397 cites W1995106400 @default.
- W1991166397 cites W1996042036 @default.
- W1991166397 cites W1996094877 @default.
- W1991166397 cites W2001357142 @default.
- W1991166397 cites W2004761969 @default.
- W1991166397 cites W2006633608 @default.
- W1991166397 cites W2007222032 @default.
- W1991166397 cites W2013230168 @default.
- W1991166397 cites W2014581311 @default.
- W1991166397 cites W2014719478 @default.
- W1991166397 cites W2024107855 @default.
- W1991166397 cites W2024894827 @default.
- W1991166397 cites W2025076182 @default.
- W1991166397 cites W2027762918 @default.
- W1991166397 cites W2030113355 @default.
- W1991166397 cites W2036936229 @default.
- W1991166397 cites W2039136358 @default.
- W1991166397 cites W2039696825 @default.
- W1991166397 cites W2040746293 @default.
- W1991166397 cites W2043334114 @default.
- W1991166397 cites W2043667957 @default.
- W1991166397 cites W2044538947 @default.
- W1991166397 cites W2047694003 @default.
- W1991166397 cites W2048929890 @default.
- W1991166397 cites W2051777018 @default.
- W1991166397 cites W2052493729 @default.
- W1991166397 cites W2061121803 @default.
- W1991166397 cites W2069383062 @default.
- W1991166397 cites W2069791119 @default.
- W1991166397 cites W2074453556 @default.
- W1991166397 cites W2074828335 @default.
- W1991166397 cites W2076198209 @default.
- W1991166397 cites W2076220944 @default.
- W1991166397 cites W2078288774 @default.
- W1991166397 cites W2080616414 @default.
- W1991166397 cites W2083155538 @default.
- W1991166397 cites W2088105435 @default.
- W1991166397 cites W2093824234 @default.
- W1991166397 cites W2094968382 @default.
- W1991166397 cites W2095950379 @default.
- W1991166397 cites W2120417711 @default.
- W1991166397 cites W2123559277 @default.
- W1991166397 cites W2144127342 @default.
- W1991166397 cites W2147004610 @default.
- W1991166397 cites W2156185174 @default.
- W1991166397 cites W2166222399 @default.
- W1991166397 cites W246230930 @default.
- W1991166397 cites W4250718746 @default.
- W1991166397 doi "https://doi.org/10.1016/j.compscitech.2006.03.023" @default.
- W1991166397 hasPublicationYear "2006" @default.
- W1991166397 type Work @default.
- W1991166397 sameAs 1991166397 @default.
- W1991166397 citedByCount "30" @default.
- W1991166397 countsByYear W19911663972012 @default.
- W1991166397 countsByYear W19911663972013 @default.
- W1991166397 countsByYear W19911663972014 @default.
- W1991166397 countsByYear W19911663972015 @default.
- W1991166397 countsByYear W19911663972017 @default.
- W1991166397 countsByYear W19911663972018 @default.
- W1991166397 countsByYear W19911663972019 @default.
- W1991166397 countsByYear W19911663972020 @default.
- W1991166397 countsByYear W19911663972022 @default.
- W1991166397 countsByYear W19911663972023 @default.
- W1991166397 crossrefType "journal-article" @default.
- W1991166397 hasAuthorship W1991166397A5021890473 @default.
- W1991166397 hasAuthorship W1991166397A5051198468 @default.
- W1991166397 hasAuthorship W1991166397A5052177151 @default.
- W1991166397 hasConcept C112950240 @default.
- W1991166397 hasConcept C138885662 @default.
- W1991166397 hasConcept C159985019 @default.
- W1991166397 hasConcept C192562407 @default.
- W1991166397 hasConcept C21036866 @default.
- W1991166397 hasConcept C41895202 @default.
- W1991166397 hasConcept C519885992 @default.
- W1991166397 hasConcept C96035792 @default.
- W1991166397 hasConceptScore W1991166397C112950240 @default.
- W1991166397 hasConceptScore W1991166397C138885662 @default.