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One of the most straightforward and easiest methods for calculating time-dependent deflections is based on applying multiplicative coefficients to instantaneous deflections.
The multiplicative coefficients for the filter need to be stored in a hardware-friendly format which will reduce the number of multiplication operations.
To address long-term deflections due to creep and shrinkage, available codes and guidelines for FRP RC structures, such as ACI 440.1R-06 and CSA-S806-02, proposimplifiedied procedures based on empirical multiplicative coefficients.
A straightforward method to predict long-term deflections due to creep and shrinkage based on rational multiplicative coefficients deduced from the principles of the Effective Modulus Method (Eurocode 2) is presented.
In this scaled algorithm, several arithmetic manipulations are performed that isolate and collect the more multiplicative coefficients they can, and a single scaling coefficient is applied at the end of the calculations.
D m probability of malignant lesions, D b probability of benign lesions, M m probability of malignity, M b probability of benignity, α and β multiplicative coefficients (α + β = 1).
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Furthermore, based on the new sensitivity measures, the obtained results are extended to the multiplicative coefficient variation case.
In this paper, the hierarchical insensitive tracking control problem is addressed for a class of uncertain leader-follower agents with disturbed networks and controller multiplicative coefficient variations.
The use of this multiplicative coefficient controls the risk of wrongly concluding linkage (alpha risk).
In the present study, the multiplicative coefficient was fixed to 1, thus providing a mean alpha risk <5%.
Another assumption made concerns the trade-off specified between oncogene activation rate (u0), TSG inactivation rate (u1), and the multiplicative coefficient of birth rate.
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