The one-dimensional analysis thus suggests that P fimbriae and α-hemolysin are the virulence factors which may predispose E. coli strains to migrate from the urinary tract to the bloodstream.
It is because of these balancing acts between positive and negative aspects that LHR may be the better choice: if the additional model is of appropriate complexity, LHR extracts all the useful information of the χ vs χ plot with a one-dimensional analysis, which thus avoids the estimation of a 2D density.
Thus, a dimensional analysis method was introduced to simplify the similarity criterions.
The basic equations include balance differential equation, geometric equation, constitutive equations, boundary conditions and initial conditions etc., thus the dimensional analysis method is adopted to analyze the involved physical quantities.
Thus, in the present paper we use dimensional analysis to: 1) further evaluate the plausibility of the elastic stress wave conjecture, and 2) qualitatively describe expected mechanical signal transmission dynamics in simple stress fiber networks.
Techniques include extreme-cases reasoning, dimensional analysis, successive approximation, discretization, generalization, and pictorial analysis.
The dimensional analysis is made.
They can be simplified by dimensional analysis.
Firstly, dimensional analysis was performed using CFA.
Obviously, two-dimensional analysis provides less information than three dimensional analysis.
This example demonstrates the utility of a multi-dimensional approach to elucidate events which would escape conventional single dimensional analysis.
