Sentence examples for minimum power in from inspiring English sources

As in (8), the minimum power in the cell c i is still achieved for the smallest effective transmitted power, P ~ e,min, but now an additional pathloss due to the worst case shadowing and sensor inaccuracies must be included.

Results are grouped by components which callback the minimum power (in mW), the maximum power (in mW), the average power (in mW), the total energy (in Joules), and the total ratio (in %).

When providing regulation down service, EH generates more than the minimum power in the G2P mode, or electrolyzes less than the maximum power in the P2H mode, as described in (21): P_{jt} - d_{jt} ge I_{jt}^{text{G2P}} P_{j,hbox{min} }^{text{G2P}} - I_{jt}^{text{P2H}} P_{j,hbox{max} }^{text{P2H}} (21).

TF was computed as the minimum power in the α frequency range, since our EEG recordings were performed at rest.

TF was computed as the minimum power in the alpha frequency range since our EEG recordings were performed at rest.

In this paper, simultaneous optimal reconfiguration and capacitor placement problem is solved in distribution networks to achieve the minimum power loss in the network.

The maximum power density at this condition in the fuel cell mode is about 0.84 W/cm2 and the minimum power density in the electrolyser mode is approximately − 1.18 W/cm2.

Previous experiences have allowed us to implement the plasma method (nitrogen plasma (AC)) as a novel and innovative technique, which is both fast and simple, in order to achieve the crystallization of the amorphous TiO2 in order to obtain anatase and rutile phases with a minimum power cost, in comparison with the conventional heat treatments.

The minimum power savings in the device are 33% and can reach up to 50% at lossy channels.

This paper addresses the problem of joint design of routing, medium access control (MAC), and physical layer protocols with cooperative communication to achieve minimum power cost in packet error rate (PER) constrained wireless sensor networks (WSNs).

Optimum trajectory planning for a planar redundant manipulator which consumes minimum power is considered in this paper.