Sentence examples for relaxation power from inspiring English sources

In addition, the MSIO nanofluid with ultra-thin surface coating layer thickness and high monodispersity allowed for a higher cellular uptake up to a 52.5% with RGCs and enhancing "relaxation power" for higher AC heating capability.

This model is able to predict the stress relaxation power law in a strain-independent manner using a sequential recruitment of Maxwell bodies.

After a voluntary movement and with relaxation, the power in the brain rhythms increases.

The power law relaxation modulus, E t)=St−Δ identifies the gel point, and small frequency window is sufficient to determine the relaxation exponent, Δ.

Table 2 shows that the standard error of the estimate of the fit expressed as a percentage of the T1ρ value (% SEE) for crosslinked BSA (GA≥60 mM) and tissue samples was 2.2±1.1% for the relaxation-time power law Eq. [1] compared to 10.5±4.8% for the relaxation-rate power law Eq. [2] and 4.0±2.3% for the BPP model Eq. [3].

The relaxation-rate power law demonstrated a poor fit to our T1ρ dispersion data.

The relaxation-rate power law (Eq. [2]) is similar to the Escanye et al. [23] expression 1/T1 = Aν−1/2+B.

The improved fit of T1ρ dispersion using the relaxation-time power law was found to be statistically significant (P<0.005 from analysis of variance with Bonferroni correction for both comparisons [13]).

Not only did this equation present a significantly improved fit to the data compared to the relaxation-rate power law (Eq. [2]) and the BPP model (Eq. [3]), it was able to provide a calculated T1ρ(0) value that closely approximated T2.

Similar to Bottomley et al. [22] who found an excellent fit to T1 dispersion using the relationship T1 = AνB, the T1ρ dispersion data fit well to the simple relaxation-time power law, T1ρ = a+bνc (Eq. [1]), where parameter "a" was added to account for the zero-field offset, T1ρ(0) = T2.

What Hatton had become was a man in danger of being remembered more for his formidable powers of relaxation than his formidable powers in the ring.