Sentence examples for rate description from inspiring English sources

The paper presents an equation for fatigue crack growth rate description taking into account the ΔJ-integral range, which was verified experimentally for variable bending.

An elastic ΔK-based description of long crack da/dN data for a given alloy-environment can be transformed to a continuum elastic plastic ϕc basis to provide a mean crack growth rate description.

We will extract general information (authors, year, country, publication details), study characteristics (study design, setting, sample size, response rate), description of intervention and outcomes as well as additional data on fatal and non-fatal poisoning numbers and rates.

Notes: X ¯ ± SD, mean ± standard deviation; HRR, heart rate reserve; RM, repetition maximum, MHR, maximum heart rate; Description of meta-analyses limited to those related to depressive symptoms as the outcome; Data presented limited to that which was reported or could be calculated from reported data.

This paper reviews variable amplitude (VA) fatigue crack growth rate descriptions and then reports on methods for establishing starting crack sizes in damage tolerance and durability analyses.

Originally, CA is a method of eliciting consumer preferences in marketing research, and allows estimation of the relative importance of different characteristics (attributes) for the valuation of rate descriptions of a good.

Table 2 Maintenance strategy assessment ratings Rating scale Description 1 Very low 2 Low 3 Medium 4 High 5 Very high.

We do not expect a significant increase in the rate of description of new species, but the description of new macroalgal species continues [e.g., [415],[416]].

The latter case corresponds to the famous rate theory description of void growth.

No. of initial nodes 200 Rate per description 0.2 [Mbps] Max. received quality 4 [Mbps] New-node join interval 10 [s] Max.

This confirms that in the low driving force limit, model B recovers the rate theory description or, more precisely, the classical diffusion-controlled particle growth (Olander, 1976; Was, 2017; Brailsford & Bullough, 1972; Krishan, 1982; Dubinko et al., 1989; Lifshitz & Slyozov, 1961; Rahaman, 2003; Mullins & Sekerka, 1963; Niethammer, 2000; Dai et al., 2010).