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The final form of the generalized predictive equation for the development of compressive strength of ESC is given as Eq. (6).
Lastly, the most recent research suggested the use of the Hill equation for the development of dose-response functions: Ω t = B + K 1 + ( M / t ) H (4). where B, K, M and H are constants that define the varying response of soiling with time (see [113] for a detailed explanation).
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Finally, the outcomes were compared with the design equations for the development length of FRP bars suggested in some design codes to assess their reliability.
Current Canadian Code CSA S806-12 (2012) and Canadian Highway Bridge Design Code CHBDCCSACSA S6-06 (2006) provide design equations for the development length of GFRP bars in conventional concrete taking into account of bar location, bar surface, clear cover, and distance between bars.
In addition, the fact that set 3 conserves both mass and energy up to machine precision motives us to pursue this equation set for the development of future mesoscale models.
The equations used for the development of the numerical solutions are presented below, as well as some experimental results and practical applications.
In our case, a differential equation framework was chosen for the development of an integrated immune response simulator, coupled with a useful framework, found in systems biology, for integrating multiple subset models into a coherent whole.
The comprehensive description and required algorithms and equations for these developments have been presented in the previous works of the authors.
For instance, in the very successful long-range interaction model of Wolf et al. [9, 31], the linear part of the stochastic differential equation for map development features a Swift Hohenberg operator in which a characteristic wavelength is imposed.
We will use equation (3) as starting point for the development of a model of changes in the amount of risk adjustment transfers for young adults.
A second order polynomial equation was found to be useful for the development of efficient bioprocess for cellulase production.
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CEO of Professional Science Editing for Scientists @ prosciediting.com