Sentence examples for maximum cell power from inspiring English sources

The highest cell performance was achieved at an electrolyte concentration of 6 M KOH, which resulted in a maximum cell power density of 69.5 mW cm−2.

That is, the maximum cell power is about 11% higher at 100 μm than at 5 μm, which translates to an increase of 1.2% μm−1.

The ideal thickness of the p-type substrate that leads to the maximum cell power is found to be 70 μm or less.

The method permits the short-circuit current, the open-circuit voltage, the maximum cell power and the optimum cell-operation conditions to be determined.

Maximum cell power densities of 606 mW/cm2, 449 mW/cm2, 339 mW/cm2 and 253 mW/cm2 have been obtained respectively at 750 °C with humidified hydrogen as fuel and ambient air as oxidant.

That is, for a p-type substrate of 1 × 1014 cm−3 acceptor concentration, the optimum doping concentration of the BSF layer is 1 × 1018 cm−3 or more, and the maximum cell power can be increased by 24%, i.e., 25.4 mW cm−2 vs. 20.5 mW cm−2, by using a BSF layer with optimum doping.

Experimental tests were conducted with three control objectives: maximum fuel cell power, maximum fuel cell efficiency, and adaptive.

The fabricated composite membrane exhibited a maximum fuel cell power density of 150 mW cm−2, which was much higher that of Block-19 membrane and can be considered as a candidate for potential application in fuelcells.

At 180 °C maximum CO air single cell power density was 17 mW cm−2 at cell voltage U = 0.18 V.

Unlike [23], the optimized parameters are the nominal power and the maximum cell load, instead of the path-loss compensation factor.

The probability that a user associates with the kth-tier small cell using the maximum received power cell association policy is: {p_{k}} = frac{{{lambda_{k}}p_{ak}(p_{s})}}{{sumlimits_{i = 1}^{K} {p_{ai}(p_{s}){lambda_{i}}{{left({{P_{i}}/{P_{k}}} right)}^{2/alpha }}} }}, (5).