2015
DOI: 10.1016/j.dental.2015.05.009
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Viscoelastic properties of uncured resin composites: Dynamic oscillatory shear test and fractional derivative model

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Cited by 12 publications
(8 citation statements)
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“…The addition of the nanofillers to the flowable composite greatly affect the handling properties of the composite including viscosity (11) . In the present study, the effects of different percentages of filler loading and effect of temperature at both (25˚C) and (37˚C) on the viscosity of flowable composite were investigated.…”
Section: Discussionmentioning
confidence: 99%
“…The addition of the nanofillers to the flowable composite greatly affect the handling properties of the composite including viscosity (11) . In the present study, the effects of different percentages of filler loading and effect of temperature at both (25˚C) and (37˚C) on the viscosity of flowable composite were investigated.…”
Section: Discussionmentioning
confidence: 99%
“…Lacey et al [12] also noticed the wide standard deviations when it comes to viscosity measurements of RCS. On the other hand, in the studies of Petrovic et al [14,15] where onecomponent dental materials were tested (composite materials), using the same experimental method, the reproducibility of frequency sweep test was satisfactory. Rheological properties of two-component https://doi.org/10.37358/MP.22.2.5596 materials are highly sensitive indicator of any change such as: variations in the amount of each component, mixing technique, mixing time, measurements time, temperature and humidity.…”
Section: Resultsmentioning
confidence: 89%
“…The test methods used in the study are previously described in [14,15,23]. Dynamic oscillatory measurements were performed using a HAAKE Mars Rheometer (Thermo Fisher Scientific, Karlsruhe, Germany) and parallel plates geometry (diameter of 20mm) at 25°C (room temperature), 35°C (intracanal temperature), 40 and 65°C.…”
Section: Rheological Testsmentioning
confidence: 99%
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“…Other authors who also used fractional‐order models to study food viscosity were Yang et al (2018) applied a fractional‐order model to colloids to characterize the apparent viscosity of thixotropic materials, in which the order of the fractional derivative was designed to describe their historical dependence, that is, nonlocal properties, and Yang et al (2017) proposed a fractional derivative model for cellulose and milk viscosity, by generalizing the order of the Hooke's Law model for thixotropic fluids. As in the previous work, the authors generalize the order of the model by derivatives of Rieman–Liouville; Dapčević Hadnadev et al (2013) proposed a viscosity model, generalized the order of the model by Caputo derivatives, and adjusted the two models to study the influence of sodium starch octenyl succinate on the rheological behavior of wheat flour dough systems; Petrovic et al (2015) aimed to generalize the order of differentiation of Newton and Zener models and to adjust to the experimental data of three types of resin;(Orczykowska & Dziubinski, 2012) fitted a classic model and a fractional order model for the viscosity of colloids consisting of xanthan gum, rice starch and potato starch, and; (Lawal et al, 2011), adjusted a generalized order model based on Newton's law of viscosity to study rheological characteristics of fluids.…”
Section: Resultsmentioning
confidence: 99%