The current unbalanced power flow is based on symmetric components and a mixture of Newton-Raphson (positive sequence) and current iteration (zero/negative sequence) according to the paper "Improved Three-Phase Power-Flow Methods Using Sequence Components". This method works and gives accurate results that have been validated against commercial software.
However, there are two main drawbacks:
current iteration usually does not scale well with system size
symmetric component approach does not allow to model 1/2 phase load/transformer elements
That is why we want to switch to Newton-Raphson solver in phase representation.
The admittance matrices are already validated in positive/negative/zero sequence components, so it makes sense to keep them this way. They could be transformed to Ya/Yb/Yc matrices and then solved with a Newton-Raphson. Does anyone know of a good description for an unbalanced Newton-Raphson in literature?
The current unbalanced power flow is based on symmetric components and a mixture of Newton-Raphson (positive sequence) and current iteration (zero/negative sequence) according to the paper "Improved Three-Phase Power-Flow Methods Using Sequence Components". This method works and gives accurate results that have been validated against commercial software.
However, there are two main drawbacks:
That is why we want to switch to Newton-Raphson solver in phase representation.
The admittance matrices are already validated in positive/negative/zero sequence components, so it makes sense to keep them this way. They could be transformed to Ya/Yb/Yc matrices and then solved with a Newton-Raphson. Does anyone know of a good description for an unbalanced Newton-Raphson in literature?