The proposed approach is free from small variation assumptions, so that it is suitable for handling even the case of large error corrections.
These two models are powerful enough, but at the same time simple, to be suitable for handling of dependability measures in multi-objective optimization of both system design and test strategies for safety instrumented systems.
From the experiments we drew the conclusion that OTASH is suitable for handling large amounts of flow data, and are competent to calculate in the case of single node failure.
A high coulombic efficiency (more than 80%, based on the SCOD removed) and low internal resistance (2.7 Ω) were achieved, indicating that the configuration is suitable for handling real wastewater containing particulate matter.
Numerical experiments indicate that the first-order (resp. second-order) versions of the two schemes lead to first-order (resp. second-order) convergence rate for all variables and that these schemes are suitable for handling problems with large density ratios such as in the situation of air bubble rising in water.
The principle – demonstrated for air expanders at lab scale - has attractive features when applied to ORC expanders: it is suitable for handling limited flow rates (as is the case for machines in the range from 500 W to 5 kW), it can be developed to a reasonable size (rotor diameters between 0.1 to 0.3 m), with limited rotational speeds (from 1000 to 12000 rpm).
The principle – demonstrated for air expanders at lab scale - has some attractive features when applied to ORC expanders: it is suitable for handling limited flow rates (as is the case for machines in the range from 500W to 5 kW), it can be developed to a reasonable size (rotor of 0.1 to 0.3 m diameters), with possible rotational speeds (which range from 1000 to 12000 rpm).
These methods must be suitable for handling large multidimensional data sets and for exploring the complete spectral information simultaneously.
The suggested algorithms in these articles are suitable for handling one and two dimensional linear even-order BVPs.
The suggested algorithms in these articles are suitable for handling one- and two-dimensional linear high even-order boundary value problems.
e FSOM FSOP is suitable for handling the predictable peak loads for periodically daily capacity issues, if the distributions grid experiences the highest load and the hourly load patterns could be forecasted at each feeder, then the DSO will desire the load reduction service from aggregators hourly.
