A good agreement between the calculation based on formulas and finite element analysis verifies the efficiency of the formulas.
The efficiency of this formula was prospectively evaluated in a second cohort of 25 consecutive critically ill patients (group 2).
Efficiency of the analytical formula derived is demonstrated for design cases in which constraints are imposed on the value of critical load.
The reliability and efficiency of the proposed formulas in this paper are demonstrated by some numerical examples.
Results show the relative efficiency of the three formulae in terms of: (a2) the stream sediment discharge needed to simulate measured shorelines, and (b2) the divergence observed between simulations and measurements; analysis is deemed to provide a useful perspective on the importance of LST rate formula selection in similar engineering applications.
The slope of the curve was −3.27, close to the theoretical optimum (−3.32), and corresponding to 102% amplification efficiency, calculated by the formula (Efficiency = 10−1/slope − 1).
The slope of the standard curve gives the amplification efficiency by the formula E = 10(−10slope).
In addition, the ultimate resisting capacities calculated from the regression formula are compared with those obtained from rigorous nonlinear analyses and from the ACI formula, with the objective of establishing the relative efficiency of the proposed regression formula.
The ultimate resisting capacities calculated from the regression formula are compared with those constructed from rigorous nonlinear time-dependent analyses and from the ACI formula with the objective of establishing the relative efficiencies of the proposed formula.
Numerical examples are given to analyze dispersion characteristics of waves in FGM plates, and the comparison among traditional MRRM and the recursive formulation demonstrates the significant efficiency of the proposed recursive formula.
PCR efficiency was calculated by converting the slope produced by the linear regression of the curves to percentage efficiency using the formula: Efficiency = −1 + 10 (−10slope).
