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The kinetics of this phenomenon can be described by fitting the temperature dependent PL results with a double activation law while a simple activation model fails.
In theory, the temperature dependence of phonon pulsation ωph in both E2ghigh peak and G peak indicates a nonlinear relationship, which can be described by fitting a second-order polynomial, ωph = ωph0 + at+bt2 [19] 19].
The uncertainty demonstrated by the divergence in expert opinion can be described by fitting appropriate probability distributions for probabilistic sensitivity analyses.
The rate of aggregation can be described by fitting H N HSQC peak intensities to the exponential decay function I t)/ I0 = (1 – A1)e– t /τ1 + A1, where τ1 is a time constant for protofibril formation and A1 is a constant representing the fraction remaining monomeric after protofibril formation reaches equilibrium.
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Whether the seismicity exhibits an accelerating behavior is described by fitting the cumulative moment release curve with a linear function and a power-law function, respectively.
Rheological behavior of AXs was described by fitting the experimental data to a power law model: eta = Kdot{gamma }^{{n{ - 1}}}where ɳ is apparent viscosity (Pa s), K is the consistency coefficient (Pa sn), (dot{gamma }) is the shear rate (s−1), and n is flow behavior index.
The telomeric distribution inside the nucleus is described by fitting an ellipsoid to the volume occupied by the telomeres (three different main axes; Fig. 2).
The various local energies for Al3+ at and around the crystallographic positions where Li can also be located, were described by fitting a polynomial, describing a possible diffusion pathway.
For transit, the trend can be described by a fitted linear equation (y(x) = 1.4483x + 0.088624) with (r = 0.940), while for the driving, the fitted linear equation is (y(x) = 2.2437x - 1.14) with (r = 0.89).
Laboratory results revealed that biotic and abiotic oxygen consumption due to sulphide oxidation proceeded at temperatures as low as −11 °C and could be described by exponential fits indicating a Q10 value of about 2 for temperatures above −2 °C and a value of 10 for temperatures below −2 °C.
The spectral distribution of counts can be described by several model fits.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com