Sentence examples for minimum output power from inspiring English sources
(3)where y* denotes the dispatched power of wind farms; y is the minimum output power; y denotes the actual output power fluctuating in the range between the minimum output power and the dispatched power; H y)≤C denotes constraints of wind farms participating in system restoration, such as power flow constraints and the transient frequency constraint.
The minimum output power of wind farm j can be formulated as: P_{{{text{min_}}j}} = (1 - alpha )P_{{{text{ave_}}j}} (7 where P ave_j is the predicted average output power of wind farm, and α is the fluctuation range of output power.
However, due to the uncertainty of wind power, when the dispatched power is greater than the minimum output power of the wind farm, the actual output power of the wind farm may not always reach the dispatched power, resulting in transient power sag [18].
Table 6 Three cases of deterministic model violating frequency limit Case no. 1 2 3 α − 0.23 − 0.25 − 0.29 Minimum total output power (MW) 308 300 288 If there is security problem DM √ √ √ FCCM × × √ RO × × ×.
Two objectives, minimum semiconductor volume V′ and maximum output power P, are simultaneously considered to assess the performance of the TEG module.
In general, the minimum output of thermal power unit is 70% of the rating, a few units are up to 50% or 60%, and the steam turbine is 10% or 15% of the rating.
On the PEMFC stack performance, the gas supply that is expected to be the minimum and the output power that is hoped to be the maximum are a result of the demand of the multi-objectives characteristics.
where P 0 is the power consumption at the minimum non-zero output power, Δ p is the slope of the input-output power consumption, P max is the maximum output power, and P sleep is the power consumed in sleep mode.
where P 0 is the power consumption at the minimum non-zero output power, P out is the RF output power, P max is the maximum RF output power at maximum load, Δ P is the slope of the load-dependent power consumption and N TRX is the number of transceiver chains.
The systems are then optimized for either maximum net output power or minimum product cost, using the EES (engineering equation solver) software.
The purpose of presented algorithm is to determine coefficient of performance (CP), thrust coefficient (CT), pitch angle and rotational speed of each turbine by using wake effects equations so that wake losses in the wind farm becomes minimum which result in increasing output power of wind farm.
