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This finding is quite important, as it suggests that the general shape of the CSL and NCL is similar for all types of soils in this normalised space, and it can be represented using a similar mathematical form; the difference lies only in the value of the normalising parameters i.e. the initial void ratio e o for the normal compression line and e c for the critical state line.
Using a similar mathematical approach, our results suggest that the doubling time is substantially longer and more varied.
Although PBPK models are built using a similar mathematical framework, they are parameterized using known physiology and consist of a larger number of compartments which correspond to the different organs or tissues in the body.
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Capacity PNSRL uses a similar mathematical approach to SSRL and GTSRL, without using matrices.
This appears to have been a common approach at the time, as Kato and Tamao (1956) contains a similar analysis while referring to the contemporary literature that used a similar mathematical development.
Even though the scales involved in these two processes differ by many orders of magnitude, one can use a similar mathematical framework to model the observed motion.
A similar mathematical approach that uses the Green's function was developed by Yan (1995) and Yan and Sakurai (2000) but the magnetic field is assumed as follows: (boldsymbol {B}=Oleft (frac {1}{r^{2}}right)), i.e., B = 0 as r=>∞.
In addition, we use a similar model and incorporate mathematical notation as presented in Jiang et al. to maintain some level of consistency between both studies.
Lifetime uses a similar title.
Demesa used a similar blueprint.
Princeton Review uses a similar approach.
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