Matches in SemOpenAlex for { <https://semopenalex.org/work/W4281980888> ?p ?o ?g. }
- W4281980888 endingPage "2124" @default.
- W4281980888 startingPage "2124" @default.
- W4281980888 abstract "The viscoelastic properties of materials such as polymers can be quantitatively evaluated by measuring and analyzing the viscoelastic behaviors such as stress relaxation and creep. The standard linear solid model is a classical and commonly used mathematical model for analyzing stress relaxation and creep behaviors. Traditionally, the constitutive equations for analyzing stress relaxation and creep behaviors based on the standard linear solid model are derived using the assumption that the loading is a step function, implying that the loading rate used in the loading process of stress relaxation and creep tests is infinite. Using such constitutive equations may cause significant errors in analyses since the loading rate must be finite (no matter how fast it is) in a real stress relaxation or creep experiment. The purpose of this paper is to introduce the constitutive equations for analyzing stress relaxation and creep behaviors based on the standard linear solid model derived with a finite loading rate. The finite element computational simulation results demonstrate that the constitutive equations derived with a finite loading rate can produce accurate results in the evaluation of all viscoelastic parameters regardless of the loading rate in most cases. It is recommended that the constitutive equations derived with a finite loading rate should replace the traditional ones derived with an infinite loading rate to analyze stress relaxation and creep behaviors for quantitatively evaluating the viscoelastic properties of materials." @default.
- W4281980888 created "2022-06-13" @default.
- W4281980888 creator A5001664735 @default.
- W4281980888 creator A5059841356 @default.
- W4281980888 creator A5063943769 @default.
- W4281980888 creator A5083294740 @default.
- W4281980888 date "2022-05-23" @default.
- W4281980888 modified "2023-10-13" @default.
- W4281980888 title "Constitutive Equations for Analyzing Stress Relaxation and Creep of Viscoelastic Materials Based on Standard Linear Solid Model Derived with Finite Loading Rate" @default.
- W4281980888 cites W155589075 @default.
- W4281980888 cites W1854321005 @default.
- W4281980888 cites W1964077653 @default.
- W4281980888 cites W1964142330 @default.
- W4281980888 cites W1966225267 @default.
- W4281980888 cites W1967212620 @default.
- W4281980888 cites W1973065645 @default.
- W4281980888 cites W1974256165 @default.
- W4281980888 cites W1980202855 @default.
- W4281980888 cites W1984948449 @default.
- W4281980888 cites W1992111572 @default.
- W4281980888 cites W1992742787 @default.
- W4281980888 cites W1995226596 @default.
- W4281980888 cites W2005300948 @default.
- W4281980888 cites W2008147467 @default.
- W4281980888 cites W2008944960 @default.
- W4281980888 cites W2013545945 @default.
- W4281980888 cites W2014992899 @default.
- W4281980888 cites W2015260916 @default.
- W4281980888 cites W2015584932 @default.
- W4281980888 cites W2016953057 @default.
- W4281980888 cites W2020309079 @default.
- W4281980888 cites W2020447669 @default.
- W4281980888 cites W2028188818 @default.
- W4281980888 cites W2033031389 @default.
- W4281980888 cites W2052405749 @default.
- W4281980888 cites W2052634442 @default.
- W4281980888 cites W2052837535 @default.
- W4281980888 cites W2055542267 @default.
- W4281980888 cites W2056413432 @default.
- W4281980888 cites W2073192407 @default.
- W4281980888 cites W2079986178 @default.
- W4281980888 cites W2080636405 @default.
- W4281980888 cites W2081411169 @default.
- W4281980888 cites W2088025447 @default.
- W4281980888 cites W2117844933 @default.
- W4281980888 cites W2122796192 @default.
- W4281980888 cites W2128947520 @default.
- W4281980888 cites W2131664930 @default.
- W4281980888 cites W2144476832 @default.
- W4281980888 cites W2153136150 @default.
- W4281980888 cites W2153541683 @default.
- W4281980888 cites W2159178648 @default.
- W4281980888 cites W2162081039 @default.
- W4281980888 cites W2163357879 @default.
- W4281980888 cites W2180117703 @default.
- W4281980888 cites W2182121692 @default.
- W4281980888 cites W2274805313 @default.
- W4281980888 cites W2274969846 @default.
- W4281980888 cites W2284703373 @default.
- W4281980888 cites W2336398274 @default.
- W4281980888 cites W2345977772 @default.
- W4281980888 cites W2508132110 @default.
- W4281980888 cites W2770171206 @default.
- W4281980888 cites W2793601563 @default.
- W4281980888 cites W2806043567 @default.
- W4281980888 cites W2886729495 @default.
- W4281980888 cites W2891335454 @default.
- W4281980888 cites W2896693208 @default.
- W4281980888 cites W2899398113 @default.
- W4281980888 cites W2906873655 @default.
- W4281980888 cites W2911973964 @default.
- W4281980888 cites W2929723786 @default.
- W4281980888 cites W2940157369 @default.
- W4281980888 cites W2951070424 @default.
- W4281980888 cites W2962697549 @default.
- W4281980888 cites W2963513202 @default.
- W4281980888 cites W2964719257 @default.
- W4281980888 cites W2977175308 @default.
- W4281980888 cites W2997822506 @default.
- W4281980888 cites W3000405831 @default.
- W4281980888 cites W3004903591 @default.
- W4281980888 cites W3010749250 @default.
- W4281980888 cites W3019461761 @default.
- W4281980888 cites W3094965816 @default.
- W4281980888 cites W3095263565 @default.
- W4281980888 cites W3127176355 @default.
- W4281980888 cites W3127822184 @default.
- W4281980888 cites W3132700260 @default.
- W4281980888 cites W3136172293 @default.
- W4281980888 cites W3139137337 @default.
- W4281980888 cites W3142407280 @default.
- W4281980888 cites W3158785319 @default.
- W4281980888 cites W3163918265 @default.
- W4281980888 cites W3168398603 @default.
- W4281980888 cites W3174162007 @default.
- W4281980888 cites W3177253759 @default.
- W4281980888 cites W4205128258 @default.
- W4281980888 cites W4220900653 @default.