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Quantisiert Formel
Leistungsfaktor der Quelle mit ent-
sprechendem Quadranten (PFSL)
=
×=
1
0
]1[
1
][
N
x
SLxSL
sPF
N
aggPF
Leistungsfaktor der Quelle mit ent-
sprechendem Quadranten (PFLL)
=
×=
1
0
]1[
1
][
N
x
RLxRL sPF
N
aggPF
Cos (ϕL)S der Quelle mit entsprechen-
dem Quadranten
=
×=
1
0
SxS
]1[)Cos(
1
][)Cos(
N
x
LL
s
N
agg
ϕϕ
Cos (ϕL)L der Quelle mit entsprechen-
dem Quadranten
=
×=
1
0
]1[)Cos(
1
][)Cos(
N
x
x
RLRL
s
N
agg
ϕϕ
Tan ΦS an der Quelle
=
×=
1
0
]1[)Tan(
1
][)Tan(
N
x
SxS s
N
agg
ϕϕ
Tan ΦL an die Last
=
×=
1
0
]1[)Tan(
1
][)Tan(
N
x
x
RR
s
N
agg
ϕϕ
Gesamtverzerrungsfaktor der
Spannung Phase-Null THD_VL (%)
=
×=
1
0
]1[_
1
][_
N
x
LxL
sVTHD
N
aggVTHD
Gesamtverzerrungsfaktor der
Spannung Phase-Phase THD_Uab (%)
=
×=
1
0
]1[_
1
][_
N
x
abxab
sUTHD
N
aggUTHD
Gesamtverzerrungsfaktor des Stroms
THD_IL (%)
=
×=
1
0
]1[_
1
][_
N
x
LxL
sITHD
N
aggITHD
Tabelle 25
Hinweis: N ist die Anzahl „1s“-Werte für den betrachteten Aggregationszeitraum (1, 2, 3, 4, 5, 6, 10, 12, 15, 20, 30 oder 60 Minuten).
9.4. ZULÄSSIGE STROMNETZE
Folgende Versorgungsnetze werden gestützt:
V1, V2, V3 sind die Spannungen Phase-Null der gemessenen Anlage. [V1 = VL1-N; V2 = VL2-N; V3 = VL3-N].
Die Kleinbuchstaben v1, v2, v3 bezeichnen die abgetasteten Werte.
U1, U2, U3 sind die Spannungen zwischen den Phasen der gemessenen Anlage.
Die Kleinbuchstaben bezeichnen die abgetasteten Werte [u12 = v1-v2; u23 = v2-v3; u31 = v3-v1].
I1, I2, I3 sind die Ströme in den Phasenleitern der gemessenen Anlage.
Die Kleinbuchstaben i1, i2, i3 bezeichnen die abgetasteten Werte.
64


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