The phrase "adjustable factors" is correct and usable in written English.
It can be used when discussing elements or variables that can be modified or changed in a particular context, such as in research, project management, or product design.
Example: "In our study, we identified several adjustable factors that could influence the outcome of the experiment."
Alternatives: "modifiable elements" or "variable components".
Adjustable factors include: cell size, froth depth, feed, tailings and air volumetric flow rates and reagent addition rates.
An interesting feature is that different adjustable factors can be assigned to different processes depending on the balance between accuracy requirement and CPU cost.
Robust process optimization seeks to reduce the effects of such variation by identifying settings of the adjustable factors that makes the process less sensitive to the variations.
A theoretical model is postulated and shown to provide a limited quantitative prediction capacity of the anelastic deformation and the corresponding stress relaxation based on measurable molecular parameters without adjustable factors.
For a predefined finite time, injection dose and injection period are two important adjustable factors which can guarantee the achievement of the control goal.
The easily adjustable factors that determine arterial enhancement in CTA are the concentration of iodine in the CM used, the injection rate and the injection duration.
To circumvent this problem, the standard QMOM was modified by incorporating an adjustable factor, which allows the moments of size distribution to be adjusted, in order to improve the accuracy or reduce CPU time.
The results demonstrate that the modified QMOM is capable of achieving high accuracy at a low CPU cost if an appropriate adjustable factor is chosen.
The quantitative prediction of damage accumulation and crack initiation in notched bars is achieved without any adjustable factor and is discussed under various stress states and loading orientations.
The best agreement is found when we compare our data to the modeled hemispheric reflectance, corrected by an adjustable factor that shows a small wavelength dependence.
Moreover, an adjustable factor related with structural stress concentration factor (Kt) is introduced to define a rational nominal stress and to dynamically balance the computational precision and CPU time consumed.
