Sentence examples for optimal power at from inspiring English sources
Using (26) and (27), the optimal power at each hop can be calculated by using the gradient descent optimization methods p k ( i + 1 ) = p k ( i ) - μ ∂ L ( p 1, …, p U ) ∂ p k = p k ( i ) - μ ∂ STR k ′ ∂ p k - λ ( i ), ( k = 1, …, U ) (28).
The method confirms its effectiveness by attaining the optimal power at 2.46s with a low steady state error of 0.35%.
In this paper, conventional SMC and proposed BSMC controllers are used to extract the optimal power at below rated speed.
To extract the optimal power at below rated wind speed, using adaptive fuzzy integral sliding mode control (AFISMC) with the different types of input disturbance (maximum 10 kNm) for variable speed wind turbine is presented in [11].
In (9) and (12), the duration of time allocated in energy harvesting phase is a function of some variables, including channel gains, optimal power at relay node, the distance between ( {mathcal {S}} ) and ( {mathcal {R}} ), i.e. d 1, energy harvesting coefficient and power transmission at source, i.e. (P_{mathcal {S}} ).
On the other hand, a geared down system (where load RPM is less than motor RPM) will require a motor that delivers optimal power at higher rotational speeds.
Increasing the microwave power should aid in the acceleration of the polarization processes, but an exceedingly large power will lead to sample heating that will affect the polarization efficiency (the typical optimal power as measured at the microwave source output is on the order of 10 50 mW).
In order to achieve optimal power savings at smaller geometry sizes, proposed a heuristic approach known as Modified SERF adder model.
With the adoption of distributed algorithms, the utility solves optimal power flow at each iteration while considering ac network constraints, and the communities also conduct optimization.
Based on coupled behavior, we complete a design protocol for a single VTENG, providing optimal power generation at a given frequency.
By Theorem 1, it is obvious that the mentioned approach results in optimal power allocation at a given route.
