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The behavior of a wind turbine (WT) is characterized by its power curve, which includes two extreme points: cut-in wind speed and cut-out wind speed.
Obtaining the two extreme points (points of ia and ib in Fig. 5c) through Eqs.
Through the extreme method, the two extreme points (ia and ib) of the coordinate position are acquired.
We produced each realization by generating a random number uniformly between the two extreme points of the corresponding interval.
Fibonacci retracement is created by taking two extreme points (usually a major peak and trough) on a stock or equity chart.
Thus, interesting problem instances have a certain structure with their optimal makespan being between those two extreme points (underline{T}) and (overline{T}), as shown in Fig. 5.
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Results show that for three ingredients, there are six extreme points that can be divided into two non-intersect sets S1 and S2.
The algorithm proceeds by first extracting 18 intensity profiles running horizontally, each of them equally spacing apart, and in each intensity profile three extreme points denoting the two lungs and the esophagus are determined through profile matching.
However, instead of linearly combining four extreme points (Carathéodory's result), two such points suffice here, as shown in the next main result.
The details of all the chosen flow rates and inlet temperatures (in the described ranges) of the conducted experiments are not reported in the article of Glembin et al.[2]; therefore, a total of four extreme points of operation corresponding to a flow rate of 78 and 31 kg/m2 h and inlet temperatures of 20°C and 80°C are selected to compute the flow distribution numerically.
But the two extremes point to the complexity of any effort to restrain speech.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com