NETS is a very flexible tool to solve full meshed multi-conductor and multi-phase networks and is based on the multi-phases system representation.
NETS can be used to solve networks in steady state or fault conditions.
In particular, NETS can be used for the calculation of the fault current distribution in power networks..
NETS is a computation code for the solution of full meshed multi-conductor and multi-phase underground and/or overhead networks in the frequency domain.
The application range is limited to the model accuracy of transformers (up to 1 kHz) cables (up to 1 kHz) and lines (up to 10 kHz).
NETS is based on the multi-phase system representation.
This approach is general and overcome the classic method of symmetrical components and can be used to represents power systems as multi-conductor networks enabling the consideration of asymmetrical systems also in presence of grounding circuits or circuits with a different phases number.
The maximum number of conductors (and so of ports for a single cell side) is 26, so enough to represents most network components (the simulation of 6 cables with core, screen and armour requires 18 conductors).
The network components (feeders, ideal voltage generators, ideal current generators, loads, transformers, lines, cables, impedances, switches, faults …) are represented with multi-port cells and the connection between cells is obtained by means of multi-port buses.
NETS calculates parameters of lines and cables starting on data normally available in commercial data sheet.
NETS calculates self and mutual impedances and admittance for all conductors using accurate formulas and taking into account the earth resistivity and permittivity.
NETS calculates parameters of single-phase or three-phase transformers starting on data normally available in commercial data sheet.
NETS can be used to solve symmetrical or asymmetric, balanced or unbalanced transmission and distribution networks in steady state or fault conditions. In particular, NETS can be used for the calculation of the fault current distribution in power networks and so, the actual fault current flowing into a grounding system.