Struct power_flow_data::ImpedanceCorrection
source · pub struct ImpedanceCorrection {Show 23 fields
pub i: i16,
pub t1: f64,
pub f1: f64,
pub t2: f64,
pub f2: f64,
pub t3: f64,
pub f3: f64,
pub t4: f64,
pub f4: f64,
pub t5: f64,
pub f5: f64,
pub t6: f64,
pub f6: f64,
pub t7: f64,
pub f7: f64,
pub t8: f64,
pub f8: f64,
pub t9: f64,
pub f9: f64,
pub t10: f64,
pub f10: f64,
pub t11: f64,
pub f11: f64,
}Expand description
Transformer impedance corrections are used to model a change of transformer impedance as off-nominal turns ratio or phase shift angle is adjusted.
The T_i values on a transformer impedance correction record must all be either tap
ratios or phase shift angles. They must be entered in strictly ascending order;
i.e. for each i, T_{i+1} > T_i. Each F_i entered must be greater than zero.
On each record, at least 2 pairs of values must be specified and up to 11 may be entered.
The T_i values that are a function of tap ratio (rather than phase shift angle)
are in units of the controlling winding’s off-nominal turns ratio in pu of the controlling
winding’s bus base voltage.
Although a transformer winding is assigned to an impedance correction record, each record may
be shared among many transformer windings. If the first T in a record is less than 0.5 or
the last T entered is greater than 1.5, T is assumed to be the phase shift angle and
the impedance of each transformer winding assigned to the record is treated as a function of
phase shift angle. Otherwise, the impedances of the transformer windings assigned to the record
are made sensitive to off-nominal turns ratio.
Fields§
§i: i16Impedance correction record number.
t1: f64Either off-nominal turns ratio in pu or phase shift angle in degrees.
ti = 0.0 by default.
f1: f64Scaling factor by which transformer nominal impedance is to be multiplied to obtain the
actual transformer impedance for the corresponding ti.
fi = 0.0 by default.
t2: f64§f2: f64§t3: f64§f3: f64§t4: f64§f4: f64§t5: f64§f5: f64§t6: f64§f6: f64§t7: f64§f7: f64§t8: f64§f8: f64§t9: f64§f9: f64§t10: f64§f10: f64§t11: f64§f11: f64