Sentence examples for maximum wind energy from inspiring English sources

Wind speed which carries maximum wind energy (m/s).

Comparative experimental results demonstrate that significant performance improvements in maximum wind energy capture can be achieved by using the proposed control strategy.

Furthermore, wind speed having the maximum energy, U max, E, represents wind speed which carries maximum wind energy being calculated: U max, E = c 1 + 2 k 1 / k. (27).

Next, according to the design principle of the maximum wind energy capture, the rotor diameter and the rated wind speed of a direct-drive wind turbine with the optimum PM generator are determined.

The fuzzy logic controller is designed to derive the optimum DC-side voltage, while the sliding mode voltage controller is employed to track the derived optimum voltage with minimum steady-state error and hence to capture the maximum wind energy.

As mentioned earlier, the parameters of the Weibull distribution were used to estimate the most probable wind speed, U mp, wind speed which carries maximum wind energy, U max,E, wind power density, P A and wind energy density, E A. The most probable wind speed, Ump, was calculated for the selected stations at 10, 20 and 40 m heights.

A condition monitoring system (CMS) plays a critical role in tapping the maximum potential of wind energy through wind turbine by minimizing the downtime.

This paper presents a complete design of a two-level control system to capture maximum power in wind energy conversion systems.

The rapid response of the dc bus voltage control, grid-side unit power factor control, a maximum capture of wind energy can be realized, using control design process of Hamilton realization.

The control system has the objective of identifying and extracting the maximum power from the wind energy system and transferring this power to utility.

The wind curtailment percentage can be expressed as sumlimits_{t}^{{T_{text{UC}} }} {W_{m,t}^{text{Cur}} } le rho_{m}^{text{Wcur}} sumlimits_{t}^{{T_{text{UC}} }} {W_{m,t} } (19 where ( rho_{m}^{{text{Wcur}}} ) is the maximum percentage of daily wind energy curtailment for wind farm m within any possible wind power scenarios.