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1 | initial version |
I couldn't find a specific generator model for modelling the fourth order synchronous generator in PSSE 34.0
which does not need Xd''
, Xq''
, Tdo''
and Tqo''
.
and only needs Tdo'
, Tqo'
, Xd
, Xd'
, Xq
and Xq'
.
I can find the second order classical model GENCLS, third order model GENTRA and sixth order models GENSAL, GENROU and GENTPJ1.
As per page 4 of this paper I should put Tdo'' = 0
and Tqo'' = 0
in a sixth order model in order to make it a fourth order one.
But these higher order models either explicitly have the requirement of putting Tdo'' > 0
and Tqo'' > 0
or in case of GENTPJ1 (which seems to allow Tdo'' >= 0
and Tqo'' >= 0
) PSSE flags the values with an error, by showing the filled boxes as red if I try to specify them as zero.
Kindly help me model a fourth order generator in PSSE.
2 | No.2 Revision |
I couldn't find a specific generator model for modelling the fourth order synchronous generator in PSSE 34.0
which does not need Xd''
, Xq''
, Tdo''
and Tqo''
.
and only needs Tdo'
, Tqo'
, Xd
, Xd'
, Xq
and Xq'
.
I can find the second order classical model GENCLS, third order model GENTRA and sixth order models GENSAL, GENROU and GENTPJ1.
As per page 4 of this paper I should put Tdo'' = 0
and Tqo'' = 0
in a sixth order model in order to make it a fourth order one.
But these higher order models either explicitly have the requirement of putting Tdo'' > 0
and Tqo'' > 0
or in case of GENTPJ1 (which seems to allow Tdo'' >= 0
and Tqo'' >= 0
) PSSE flags the values with an error, by showing the filled boxes as red if I try to specify them as zero.
Kindly help me model a fourth order generator in PSSE.