According to dimensional analysis, two dimensionless groups, an Einstein's parameter group and a modified densimetric Froude number group, were chosen to examine how injection affects the bedload transport rate.
In this work, two new indices, SE and SG are proposed to evaluate pitting corrosion by dimensional analysis of three parameters of PSD, the slope of high frequency linear region (k), the critical frequency (fc) and the low-frequency plateau level (W).
A detailed theoretical analysis of this interesting phenomenon is presented based on dimensional analysis, and two scaling laws for the adhesive contact at the nanoscale are constructed.
In 2-dimensional electrophoresis analysis, three runs of gel electrophoresis were performed, and averaged results were taken.
It is stated from the present dimensional analysis that, if two fluid temperatures on the heat sinks are given, an optimum design always exists and can be found with the feasible mechanical constraints.
This paper describes the circular pore model used for the two dimensional analysis, a spherical pore model for three dimensional analysis, the algorithm for quantifying pore size, and the mechanics of the algorithm for both the 2-D and 3-D implementations.
In the present research, a weak form quadrature element formulation is presented for three dimensional analysis of unconfined seepage which is an extension of the recently established method for two dimensional seepage problems.
For a simpler design tool, a two dimensional analysis model has been developed.
We also discuss the shortcomings of these two Dimensional Analysis methods.
A dimensional analysis was performed and four dimensionless numbers governing the CV measurements were identified.
