Chapter A General rules of electrical installation design
Chapter A General rules of electrical installation design
Chapter A General rules of electrical installation design
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B 0<br />
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B - Connection to the MV public<br />
distribution network<br />
Supply <strong>of</strong> power at medium<br />
voltage<br />
The strategy in this case, is to reduce the resistance <strong>of</strong> the substation earth<br />
electrode, such that the standard value <strong>of</strong> 5-second withstand-voltage-to-earth for<br />
LV equipment and appliances will not be exceeded.<br />
Practical values adopted by one national <strong>electrical</strong> power-supply authority, on its<br />
20 kV distribution systems, are as follows:<br />
b Maximum earth-fault current in the neutral connection on overhead line distribution<br />
systems, or mixed (O/H line and U/G cable) systems, is 300 A<br />
b Maximum earth-fault current in the neutral connection on underground systems is<br />
1,000 A<br />
The formula required to determine the maximum value <strong>of</strong> earthing resistance Rs at<br />
the<br />
the<br />
substation,<br />
substation,<br />
to<br />
to<br />
ensure<br />
ensure<br />
that<br />
that<br />
the<br />
the<br />
LV<br />
LV<br />
withstand<br />
withstand<br />
voltage<br />
voltage will<br />
will<br />
not<br />
not<br />
be<br />
be<br />
exceeded,<br />
exceeded,<br />
is:<br />
is:<br />
Uw �Uo<br />
Rs = in ohms (see cases C and D in Figure B10). C10).<br />
Im<br />
Where<br />
Where<br />
Uw = the lowest standard value (in volts) <strong>of</strong> short-term (5 s) withstand voltage for the<br />
consumer’s <strong>installation</strong> and appliances = Uo + 1200 V (IEC 60364-4-44)<br />
Uo = phase to neutral voltage (in volts) at the consumer’s LV service position<br />
Im = maximum earth-fault current on the MV system (in amps). This maximum earth<br />
fault current Im is the vectorial sum <strong>of</strong> maximum earth-fault current in the neutral<br />
connection and total unbalanced capacitive current <strong>of</strong> the network.<br />
A third form <strong>of</strong> system earthing referred to as the “IT” system in IEC 60364 is<br />
commonly used where continuity <strong>of</strong> supply is essential, e.g. in hospitals, continuousprocess<br />
manufacturing, etc. The principle depends on taking a supply from an<br />
unearthed source, usually a transformer, the secondary winding <strong>of</strong> which is<br />
unearthed, or earthed through a medium impedance (u1,000 ohms). In these cases,<br />
an insulation failure to earth in the low-voltage circuits supplied from the secondary<br />
windings will result in zero or negligible fault-current flow, which can be allowed to<br />
persist until it is convenient to shut-down the affected circuit to carry out repair work.<br />
Diagrams B, D and F (Figure B10)<br />
They show IT systems in which resistors (<strong>of</strong> approximately 1,000 ohms) are included<br />
in the neutral earthing lead.<br />
If however, these resistors were removed, so that the system is unearthed, the<br />
following notes apply.<br />
Diagram B (Figure B10)<br />
All phase wires and the neutral conductor are “floating” with respect to earth, to which<br />
they are “connected” via the (normally very medium) insulation resistances and (very<br />
small) capacitances between the live conductors and earthed metal (conduits, etc.).<br />
Assuming perfect insulation, all LV phase and neutral conductors will be raised by<br />
electrostatic induction to a potential approaching that <strong>of</strong> the equipotential conductors.<br />
In practice, it is more likely, because <strong>of</strong> the numerous earth-leakage paths <strong>of</strong> all live<br />
conductors in a number <strong>of</strong> <strong>installation</strong>s acting in parallel, that the system will behave<br />
similarly to the case where a neutral earthing resistor is present, i.e. all conductors<br />
will be raised to the potential <strong>of</strong> the substation earth.<br />
In these cases, the overvoltage stresses on the LV insulation are small or nonexistent.<br />
Diagrams D and F (Figure B10)<br />
In these cases, the medium potential <strong>of</strong> the substation (S/S) earthing system acts on<br />
the isolated LV phase and neutral conductors:<br />
b Through the capacitance between the LV windings <strong>of</strong> the transformer and the<br />
transformer tank<br />
b Through capacitance between the equipotential conductors in the S/S and the<br />
cores <strong>of</strong> LV distribution cables leaving the S/S<br />
b Through current leakage paths in the insulation, in each case.<br />
At positions outside the area <strong>of</strong> influence <strong>of</strong> the S/S earthing, system capacitances<br />
exist between the conductors and earth at zero potential (capacitances between<br />
cores are irrelevant - all cores being raised to the same potential).<br />
The result is essentially a capacitive voltage divider, where each “capacitor” is<br />
shunted by (leakage path) resistances.<br />
In general, LV cable and <strong>installation</strong> wiring capacitances to earth are much<br />
larger, and the insulation resistances to earth are much smaller than those <strong>of</strong> the<br />
corresponding parameters at the S/S, so that most <strong>of</strong> the voltage stresses appear at<br />
the substation between the transformer tank and the LV winding.<br />
The rise in potential at consumers’ <strong>installation</strong>s is not likely therefore to be a problem<br />
where the MV earth-fault current level is restricted as previously mentioned.<br />
Schneider Electric - Electrical <strong>installation</strong> guide 2008