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Voltage Rise Calculator AS/NZS 3008

Voltage rise calculator for solar applications in Australia and New Zealand.

Main switchboard with distribution board and one inverter

Description

Typei

Conductori

Sizei

Cablesi

Distancei

R
Resistance

X
Reactance

Z
Impedance

Current

Voltage rise

Point of Supply
to Main Switchboard

Point of Supply → Main Switchboard

Type

Conductor

Size

Number of cables

Distance

m

+

-

Resistance Table 4.7(A), col 5

3.75 Ω
Table 4.7(A), col 5

3.75 Ω

Reactance Table 4.1(B), col 8

0.0967 Ω
Table 4.1(B), col 8

0.0967 Ω

Impedance Calculated

3.7512 Ω
Calculated

3.7512 Ω

Current

7.2 A
 

7.2 A

Voltage rise

0.1 %
 

Main Switchboard
to Distribution board

Main Switchboard → Distribution board

Type

Conductor

Size

Number of cables

Distance

m

+

-

Resistance Table 4.7(A), col 5

3.75 Ω
Table 4.7(A), col 5

3.75 Ω

Reactance Table 4.1(B), col 8

0.0967 Ω
Table 4.1(B), col 8

0.0967 Ω

Impedance Calculated

3.7512 Ω
Calculated

3.7512 Ω

Current

7.2 A
 

7.2 A

Voltage rise

0.1 %
 

Distribution board
to Inverter

Distribution board → Inverter

Type

Conductor

Size

Number of cables

Distance

m

+

-

Resistance Table 4.7(A), col 5

3.75 Ω
Table 4.7(A), col 5

3.75 Ω

Reactance Table 4.1(B), col 8

0.0967 Ω
Table 4.1(B), col 8

0.0967 Ω

Impedance Calculated

3.7512 Ω
Calculated

3.7512 Ω

Current

7.2 A
 

7.2 A

Voltage rise

0.1 %
 

Cable current ratings not checked.

Total voltage rise at Inverter

0.3 %

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See Also

Parameters

Voltage rise calculation

The voltage rise is calculated from the resistance and reactance data in AS/NZS 3008-2025 (Australian conditions).

Single-phase voltage rise

The single-phase voltage rise per cable is calculated as:

\(\Delta V_{1\phi}=\dfrac{I \cdot L \cdot 2 \cdot Z_{c}}{1000 \cdot m}\)

Where,

The percentage voltage rise for single-phase is calculated as:

\(\%\Delta V=\dfrac{\Delta V_{1\phi}}{V_{1\phi}} \cdot 100\)

Where,

Three-phase voltage rise

The three-phase voltage rise per cable is calculated as:

\(\Delta V_{3\phi}=\dfrac{I \cdot L \cdot \sqrt{3} \cdot Z_{c}}{1000 \cdot m}\)

Where,

The percentage voltage rise for three-phase is calculated as:

\(\%\Delta V=\dfrac{\Delta V_{3\phi}}{V_{3\phi}} \cdot 100\)

Where,

Cable impedance calculation

The cable impedance Zc for the worst-case power factor is calculated as:

\(Z_c = \sqrt{R_c^2 + X_c^2}\)

Where,

Cable resistance

The cable resistance values are from AS/NZS 3008-2025 (Australian conditions), Table 4.5(A) (single-core) and Table 4.7(A) (multi-core).

Cable insulation is assumed to be PVC V-90, with a maximum operating temperature of 75°C.

Only copper cables are currently supported.

Cable reactance

Reactance values are from AS/NZS 3008-2025 (Australian conditions), Table 4.1(A) (single-core) and Table 4.1(B) (multi-core).

A flat formation is assumed for single-core cables, which gives the worst-case reactance.

Export limit calculation

The export limit is the maximum power that may be exported to the grid.

It is applied at the Main Switchboard (MSB), i.e. the consumer mains cable between the Point of Supply (POS) and the Main Switchboard (MSB).

If the inverter rating exceeds the export limit, the current in the consumer mains cable is calculated based on the export limit. The current in the other cables is not limited, because the full inverter rating may be consumed by appliances in the installation.

A power factor of 1 is assumed for the export limit.

Other assumptions

The current ratings of the cables are not checked.