"normalized variable" is correct and usable in written English.
You could use it when referring to a variable that has been adjusted to ensure that it fits within a specific range of values. For example, you could say, "The data was normalized so that the variable had a range of 0-1."
The variable node complexity is defined as follows: begin{array}rcl@ sumlimits_{itr=1}^{I_{max}}frac{sum_{i=1}^{N}left({1-v_{i}^{itr}}right cdot d_{v,i}}{sum_{i=1}^{N} d_{v,i}} end{array} (23) Fig. 13 Normalized variable node complexity of the normalized min-sum algorithm, conventional FC scheme, and proposed algorithm (ADZF).
The volume fraction advection is performed using a bounded compressive normalized variable diagram (NVD) based scheme.
Based on Normalized Variable Diagram (NVD), a high order discretization scheme with unstructured grids is realized, together with a numerical method for free surface flow with a fixed grid.
According to a normalized variable diagram, a high order discrete scheme on unstructured grids is realised, so a numerical method for the free surface flow on a fixed grid can be established.
The newly developed algorithm has two new features: (i) the use of the normalized variable and space formulation (NVSF) methodology to bound the convective fluxes and (ii) the use of a high-resolution scheme in calculating interface density values to enhance the shock-capturing property of the algorithm.
The non-dimensional equations including the artificial viscosity are (10) and (11) where the tilde denotes a normalized variable.
The equation is given in terms of the normalized variables, ie the variable referred to its value during the constant-current stage.
The quality index was calculated as a sum of grouped linearly normalized variables multiplied by group factor of significance and relatively to the CON bread.
A D-optimal design procedure is used to combine five normalized variables: the stress triaxiality, the ellipsoid ratio, the initial void volume fraction, the void arrangement (number of voids), and the loading angle.
The design points of structural problems are determined by calculating the minimum distance from the origin to the failure surface in a set of normalized variables, by using the minimization routine of the f.e.
The analysis includes a review and comparison of the two most frequently-used non-linear approaches, flux limiters (FL) and normalized variables (NV), and the three major boundedness criteria typically employed: total-variation diminishing (TVD), positivity and the convection-boundedness criterion (CBC).
