This package contains components to model technical three-phase
transformers:
- Transformer: transformer model to choose connection / vector
group
- Yy: Transformers with primary Y / secondary y
- Yd: Transformers with primary Y / secondary d
- Yz: Transformers with primary Y / secondary zig-zag
- Dy: Transformers with primary D / secondary y
- Dd: Transformers with primary D / secondary d
- Dz: Transformers with primary D / secondary zig-zag
Transformers are modeled by an ideal transformer, adding primary
and secondary winding resistances and stray inductances.
All transformers extend from the base model
PartialTransformer, adding the primary and secondary
connection.
VectorGroup defines the phase shift between
primary and secondary voltages, expressed by a number phase
shift/30 degree (i.e., the hour on a clock face). Therefore each
transformer is identified by two characters and a two-digit number,
e.g., Yd11 ... primary connection Y (star), secondary connection d
(delta), vector group 11 (phase shift 330 degree)
With the "supermodel" Transformer the user may
choose primary and secondary connection as well as the vector
group.
It calculates winding ratio as well as primary and secondary
winding resistances and stray inductances, distributing them
equally to primary and secondary winding, from the following
parameters:
- nominal frequency
- primary voltage (RMS line-to-line)
- secondary voltage (RMS line-to-line)
- nominal apparent power
- impedance voltage drop
- short-circuit copper losses
The impedance voltage drop indicates the (absolute
value of the) voltage drop at nominal load (current) as well as the
voltage we have to apply to the primary winding to achieve nominal
current in the short-circuited secondary winding.
Please pay attention to proper grounding of the
primary and secondary part of the whole circuit.
The primary and secondary starpoint are available as connectors, if
the connection is not delta (D or d).
In some cases (Yy or Yz) it may be necessary to ground one
of the transformer's starpoints even though the source's and/or
load's starpoint are grounded; you may use a reasonable high
earthing resistance.
Limitations and assumptions:
- number of phases is limited to three, therefore definition as a
constant m=3
- symmetry of the three-phases resp. limbs
- saturation is neglected, i.e., inductances are constant
- magnetizing current is neglected
- magnetizing losses are neglected
- additional (stray) losses are neglected
Further development:
- modeling magnetizing current, including saturation
- temperature dependency of winding resistances
- Main Authors:
- Anton Haumer
Technical Consulting & Electrical Engineering
D-93049 Regensburg
Germany
email: a.haumer@haumer.at
Contents
Name |
Description |
Yy |
Transformers: primary Y / secondary y |
Yd |
Transformers: primary Y / secondary d |
Yz |
Transformers: primary Y / secondary zig-zag |
Dy |
Transformers: primary D / secondary y |
Dd |
Transformers: primary D / secondary d |
Dz |
Transformers: primary D / secondary zig-zag |
- v1.0.0 2006/11/19 Anton Haumer
first stable release
- v2.2.0 2011/02/10 Anton Haumer
conditional ThermalPort for all machines
Generated at 2020-06-05T21:39:08Z by OpenModelica 1.16.0~dev-442-g2e5bc9f