The phrase "asymmetry coefficient" is correct and usable in written English.
It can be used in contexts related to statistics, mathematics, or data analysis to describe a measure of asymmetry in a distribution.
Example: "The asymmetry coefficient of the data set indicates that the distribution is skewed to the right."
Alternatives: "skewness coefficient" or "asymmetry index."
The methodology also presents the recipes for prediction of fatigue curve and scattering signature with the given asymmetry coefficient and given probability of failure.
If the asymmetry coefficient surpasses the predefined threshold, the relay is unblocked (reset of PSB function – Power Swing Blocking), allowing its operation.
When the latitudinal asymmetry coefficient vanishes the flow of this system is entirely analyzed through the discussion of the occurrence of its (relative) equilibria and bifurcations in accordance with the parameters the problem depends upon.
Once the qualitative analysis has been carried out, the conclusions arising from this analysis have been evaluated by defining a parameter termed "asymmetry coefficient", which provides quantitative information about the behaviour within the hydrocyclone.
In order to unblock the relay in the case of a short-circuit during power swing, the asymmetry coefficient of the current signal is calculated in a window of 1 cycle (60 Hz).
In addition, further extraction of the data using the Gini coefficient and Lorenz asymmetry coefficient provides a two-parameter measure of precipitation concentration and an explanation of the basis for the underlying inequalities in precipitation distribution.
This paper describes the methodology approach that allows to predict a fatigue curve for any asymmetry coefficients using the results of a limited number of tests with symmetry and asymmetry under random or cyclic loading.
A complete evaluation of the PET/MR images was performed before and after the correction, including different parameters related with PET quantification, such as atlas-based metabolism asymmetry coefficients and Statistical Parametric Mapping results comparing to a database of 87 healthy subjects.
Descriptive statistical analysis was conducted to calculate means, standard deviations, quartiles, variation area features as well as variation, heave, and asymmetry coefficients.
Detailed data obtained by tree-ring reconstruction were used to study annual changes in size and size increment inequality in several even-aged, fire-origin jack pine (Pinus banksiana) stands in the boreal shield and boreal plains ecozones in Saskatchewan and Manitoba, Canada, by using the Gini and Lorenz asymmetry coefficients.
At the nutrient-rich site at Candle Lake, the two years (1966 and 1967) with Lorenz asymmetry coefficients greater than 1 correspond to the years with the lowest growth rate at that site, and also to two years during which the historical records of the Canadian Forest Insect and Disease Survey indicate that this area was subject to a jack pine budworm defoliation event.
