Prysmian
Prysmian

Table of Contents

 • Current Carrying Capacity and Correction Factors
 • Base Conditions
 • Voltage Drop
 • Energy Conscious Solution
 • Example of Economic / Ecologic Calculation

A) CURRENT CARRYING CAPACITY and CORRECTION FACTORS Top

The CableApp uses the correction factors as defined in the Table B.52.1 of IEC 60364-5-52. This allows the user to tailor a circuit rating for their given prescribed installation. These correction factors cover the following parameters: ambient temperature (air, and ground where appropriate), soil resistivity, depth, proximity of multiple circuits for ladder, tray, direct in ground and in ducts in the ground.

a1) LV Cables to IEC 60502-1 / HD 603 S1 or similar

Rating Factor Type Correction Table Ref.
IEC 60364-5-52 HD
60364-5-52
Applicable Reference Method & Ratings Table(s)
Rating factors for ambient air temperatures other than 30°C, for cables in the air Table B.52.14 Ref Method: C, E, F, G, K, L, R, S
Tables: B52.2, B.52.4, B.52.3, B.52.5, B.52.10, B.52.11, B.52.12, B.52.13
Rating factors for ambient ground temperatures other than 20°C, for cables direct buried or in buried ducts Table B.52.15 Ref Method: D1, D2, H, I, J, M, N, P, Q
Tables: B.52.2, B.52.3, B.52.4, B.52.5
Rating factors, for cables direct buried in the ground or in buried ducts, for soil resistivities other than 2.5 K.m/W Table B.52.16 Ref Method: D1, D2, H, I, J, M, N, P, Q
Tables: B.52.2, B.52.3, B.52.4, B.52.5
Rating factors for depths of laying other than 0.7m for direct buried cables and cables in buried ducts Ref Method: D1, D2, H, I, J, M, N, P, Q
Rating factors for one circuit or one multicore cable or for a group of circuits of multicore cables Table B.52.17 Ref Method: A1, A2, B1, B2, C
Tables: B.52.2, B.52.3, B.52.4, B.52.5
Rating factors for more than one circuit, single-core or multi-cores cables laid directly in the ground Table B.52.18 Ref Method: D2
Tables: B.52.2, B.52.3, B.52.4, B.52.5
Tables: 14 (HD 603-3G), 14 (HD 603-5G)
Rating factors for more than one circuit, cables laid in ducts in the ground Table B.52.19 Ref Method: D1
Tables B.52.2, B.52.3, B.52.4, B.52.5
Rating factors for groups of more than one multicore cables in free air Table B.52.20 Ref Method: E
Tables: B.52.10, B.52.11, B.52.12, B.52.13
Tables: 15 (HD 603-3G), 15 (HD 603-5G)
Rating factors for groups of one or more circuits of single-core cables in free air Table B.52.21 Ref Method F
Tables: B.52.10, B.52.11, B.52.12, B.52.13


a2) MV Cables to IEC 60502-2 or similar


Rating Factor Type Correction Table Ref
IEC 60502-2
Applicable Reference Method & Ratings Table(s)
Rating factors, for depths of laying other than 0.8m, for cables direct buried in the ground Table B.12 Ref Method H, I, M, P
Tables: B.2, B.3, B.6, B.7
Rating Factors, for depths of laying other than 0.8m, for cables in buried ducts Table B.13 Ref Method J, N, Q
Tables: B.2, B.3, B.6, B.7
Rating factors, for mono-conductor cables direct buried in the ground, for soil resistivities other than 1.5 K.m/W Table B.14 Ref Method H, I
Tables: B.2, B.3, B.6, B.7
Rating factors, for mono-conductor cables in buried ducts, for soil resistivities other than 1.5 K.m/W Table B.15 Ref Method J
Tables: B.2, B.3, B.6, B.7
Rating factors, for multi-conductors cables buried direct in the ground, for soil resistivities other than 1.5 K.m/W Table B.16 Ref Method M, P
Tables: B.2, B.3, B.6, B.7
Rating factors, for multi-conductors cables in buried ducts, for soil resistivities other than 1.5 K.m/W Table B.17 Ref Method N, Q
Tables: B.2, B.3, B.6, B.7
Rating factors, for more than one circuit of multi-conductors cables direct buried in the ground Table B.18 Ref Method: M, P
Tables: B.2, B.3, B.6, B.7
Rating factors, for more than one circuit of mono-conductor cables direct buried in the ground Table B.19 Ref Method: H, I
Tables: B.2, B.3, B.6, B.7
Rating factors, for more than one circuit of multi-conductors cables in buried ducts in the ground Table B.20 Ref Method: N, Q
Tables B.2, B.3, B.6, B.7
Rating factors, for more than one circuit of mono-conductor cables in buried ducts in the ground Table B.21 Ref Method: J
Tables: B.2, B.3, B.6, B.7
Rating factors for groups of more than one multicore cable in free air Table B.22 Ref Method: O, R
Tables: B.2, B.3, B.6, B.7
Rating factors for groups of more than one mono conductor cables in free air Table B.23 Ref Method: K, L
Tables: B.2, B.3, B.6, B.7


a3) MV Cables to HD 620 S2 or similar



Rating Factor Type Correction Table Ref HD 620 S2 Applicable Reference Method & Ratings Table(s)
Rating factors, for mono-conductor cables, direct buried in the ground Ref Method: H, I
Table 7
Rating factors, for mono-conductor cables, in air Ref Method: K, L
Table 8
Rating factors, for multi-conductors cables, direct buried in the ground Ref Method: M, P
Table 9
Rating factors, for multi-conductors cables, in air Ref Method: O, R
Table 10
Rating factors, for mono-conductor cables direct buried in ground, for soil resistivities other than 1.0 K.m/W Table 6 of Part 10-B Ref Method H, I
Tables: B.2, B.3, B.6, B.7


B) BASE CONDITIONS Top

The published current ratings in IEC / HD 60364-5-52 are based on the following conditions:


Parameter Condition
Ambient Air temperature 30°C
Ambient Ground temperature 20°C
Base installation depth (cables installed in the ground) 0.8m
Base soil resistivity (cables laid in the ground) 2.5 K.m/W

The published current ratings in IEC 60502-2 are based on the following conditions:


Parameter Condition
Ambient Air temperature 30°C
Ambient Ground temperature 20°C
Base installation depth (cables installed in the ground) 0.8m
Base soil resistivity (cables laid in the ground) 1.5 K.m/W

The published current ratings in HD 620 S2 are based on the following conditions:


Parameter Condition
Ambient Air temperature 30°C
Ambient Ground temperature 20°C
Base installation depth (cables installed in the ground) 0.7m
Base soil resistivity (cables laid in the ground) 1.0 K.m/W


C) Voltage Drop Top



The CableApp executes voltage drop calculations using the formulae for voltage drop published in Appendix G of IEC 60364-5-52, for the appropriate cable and installation type. The voltage drop between the origin of an installation and any load point shall not be greater than the values below:


Cable Type Lighting % Other uses %
A - LV installations supplied directly from a public low voltage distribution system 3 5
B - LV installation supplied from private LV supply 6 8
C - MV installations

As far as possible, it is recommended that voltage drop within the final circuits do not exceed those indicated in installation type A

When voltage drops exceed the values shown above, larger cables (wires) must be used to correct the condition

When the main wiring systems of the installations are longer than 100 m, these voltage drops may be increased by 0,005% per meter of wiring system beyond 100 m, without this supplement being greater than 0,5%

Voltage drop is determined from the demand by the current-using equipment, applying diversity factors where applicable, or from the values of the design current of the circuits

A greater voltage drop may be accepted:
- for motor during starting periods
- for other equipment with high inrush current,
provided that in both cases it is ensured that the voltage variations remain within the limits specified in the relevant equipment standard

The following temporary conditions are excluded:
- voltage transients
- voltage variation due to abnormal operation

Voltage drop may be determined using the following formulae:

u = b • (ρ1 • L / S • cos Φ + λ • L • sin Φ) • I
Δu = u / Uo

u voltage drop [V]
b coefficient equal to 1 for three-phase circuits, and equal to 2 for single-phase circuits
ρ1 resistivity of conductors in normal operation [Ω.mm2/m]
L length of the line [m]
S cross-section area of conductors [mm2]
cos Φ power factor (usual, cos cos Φ = 0.8, sin Φ = 0.6)
λ reactance per unit length of conductors (0.08 mΩ/m in the absence of other details)
I design current [A]
Uo voltage between line and neutral [V]


D) ENERGY CONSCIOUS SOLUTION Top

The following information provides guidance in energy efficiency, and the calculation method used to provide the Energy Conscious Solution in the CableApp

The calculation requires the end user to define some of the parameters used in the calculation, within the "Settings" menu of the CableApp

The potential savings should be considered as guidance only

According to Joules Law, whenever a conductor carries current, it will generate heat (thermal energy)

Thermal energy of a cable corresponds to the following general formulae:

Ep = n/c • R • L • I² • t/1000

Where:

Ep energy generated (lost on the line) [kWh]
n number of loaded conductors (2 for single-phase/dc or 3 for three-phase)
c number of cables per phase
R conductor resistance [Ω / km]
L cable length [km]
I line current [A]
t time [h]

If the cross-sectional area (S) of a cable is increased, there will be a corresponding reduction in the resistance (R). When carrying the same current I, there will be a reduction in the energy loss (EP). This energy saving can be quantified both as a cost saving in electricity bills and a reduction in CO2 emissions.

The cable itself will be more expensive because it will have a higher cross-sectional area (S) but the installer will benefit from the following:

  - Lower running costs, reduced energy bills.
  - Reduced CO2 emissions, therefore an environmentally better proposition.
  - Extended design life for the cable because it is operating at a lower temperature.

Standard design life is based on the cable being at its maximum load (maximum operating temperature) for every hour of that defined life in years.
  - Improved short circuit capability - larger cross-sectional areas will carry higher currents in a fault condition.
  - Potential to uprate the cable to carry higher loads in the future.

As a rule, cables do not carry the same current (I) continuously. For this reason, it is advisable to consider the mean square value of the current over time or at least to make an estimate.

The CableApp will offer by default the average usage of load (I ') equal to 75% of I, but other values can be selected or defined by the user in the "Settings" of the CableApp:


  100% I
  40% I (residential)
  60% I (public place)
  75% I (industrial)
  Other %


Thus, the energy saved (EA) by installing conductors of lower resistance (R2) than (R1) will be:

EA = n/c • (R1-R2) • L • (%U • I)² • t/1000

Having calculated the saved energy, the economic savings can be calculated (A£) and the savings in CO2 emissions since we have defined the electricity tariffs (Energy Price) in RON/kWh (in the "settings") and the approximate values of CO2 emissions (ACO2) kg per kWh generated taking account of the country’s energy mix is defined by the CableApp (note, this value cannot be modified by the user).

Entering the value of the electricity rate and the value of CO2 emissions per kWh will therefore give the savings achieved by installing cross-section conductors with a larger section.


Energy Price 0,45 RON / kWh (is defined by the user in "Settings")
CO2 Emissions 0.40 kg CO2 / kWh (RO default value, not possible to edit)


E) Example of Economic / Ecologic Calculation Top

Let’s assume we want to carry out an economic and ecological calculation as follows:

System - three-phase; 130 m; 268A (dummy data)
CableApp Proposed Technical Size - 95mm² copper conductor

To calculate the savings, we must consider increasing the cross-sectional area from 95mm² to the next largest standard cross-section, which is 120mm².


Conductor material Voltage class Cross section Resistance
Aluminum Low Voltage 2,50 14,538
Aluminum Low Voltage 4,00 8,903
Aluminum Low Voltage 6,00 5,539
Aluminum Low Voltage 10,00 3,700
Aluminum Low Voltage 16,00 2,295
Aluminum Low Voltage 25,00 1,442
Aluminum Low Voltage 35,00 1,043
Aluminum Low Voltage 50,00 0,770
Aluminum Low Voltage 70,00 0,533
Aluminum Low Voltage 95,00 0,385
Aluminum Low Voltage 120,00 0,305
Aluminum Low Voltage 150,00 0,249
Aluminum Low Voltage 185,00 0,198
Aluminum Low Voltage 240,00 0,152
Aluminum Low Voltage 300,00 0,122
Aluminum Low Voltage 400,00 0,096
Aluminum Low Voltage 500,00 0,076
Aluminum Low Voltage 630,00 0,061
Aluminum Low Voltage 800,00 0,050
Aluminum Low Voltage 1000,00 0,042
Copper Low Voltage 1,00 21,657
Copper Low Voltage 1,50 14,478
Copper Low Voltage 2,50 8,866
Copper Low Voltage 4,00 5,516
Copper Low Voltage 6,00 3,685
Copper Low Voltage 10,00 2,190
Copper Low Voltage 16,00 1,376
Copper Low Voltage 25,00 0,870
Copper Low Voltage 35,00 0,627
Copper Low Voltage 50,00 0,464
Copper Low Voltage 70,00 0,322
Copper Low Voltage 95,00 0,232
Copper Low Voltage 120,00 0,185
Copper Low Voltage 150,00 0,151
Copper Low Voltage 185,00 0,121
Copper Low Voltage 240,00 0,094
Copper Low Voltage 300,00 0,076
Copper Low Voltage 400,00 0,062
Copper Low Voltage 500,00 0,051
Copper Low Voltage 630,00 0,042

Conductor material Voltage class Cross section Resistance
Aluminum Medium Voltage 50,00 0,822
Aluminum Medium Voltage 70,00 0,568
Aluminum Medium Voltage 95,00 0,411
Aluminum Medium Voltage 120,00 0,325
Aluminum Medium Voltage 150,00 0,265
Aluminum Medium Voltage 185,00 0,211
Aluminum Medium Voltage 240,00 0,161
Aluminum Medium Voltage 300,00 0,129
Aluminum Medium Voltage 400,00 0,101
Aluminum Medium Voltage 500,00 0,080
Aluminum Medium Voltage 630,00 0,063
Aluminum Medium Voltage 800,00 0,051
Aluminum Medium Voltage 1000,00 0,042
Copper Medium Voltage 50,00 0,494
Copper Medium Voltage 70,00 0,342
Copper Medium Voltage 95,00 0,247
Copper Medium Voltage 120,00 0,196
Copper Medium Voltage 150,00 0,159
Copper Medium Voltage 185,00 0,128
Copper Medium Voltage 240,00 0,098
Copper Medium Voltage 300,00 0,079
Copper Medium Voltage 400,00 0,063
Copper Medium Voltage 500,00 0,051
Copper Medium Voltage 630,00 0,042

Reference is made in the background of the App to the electrical resistance table (above), calculated at a given average operating temperature. The R value for the next size is selected, in this case 120mm².

For the simplicity of the calculation, both conductors are assumed to operate at the same temperature. The resistance for the larger conductor will be lower than given in the table when carrying the same load, because the larger conductor will operate at a lower temperature. The subsequent savings will be a conservative estimate.

If the calculation is undertaken for an annual usage, then the time (t) will be 365days • 24h = 8760 h.

We will assume the average usage is 75% (default value in the App, but this can be changed in the “settings” menu)

Now we can calculate the energy that can be saved in a year using 120 mm² instead of 95 mm².


EA = (n/c • (R150 - R185) • L • (%U • I')² • t) / 1,000
= (3/1 • (0.231 - 0.185) • 0.13 • (0.75 • 268)² • 8760) / 1000
= 6480 kWh

We have defined the chosen installation with a tariff rate for electrical energy of 0.45 RON / kWh (remember the user should define their Tariff in the "settings").

The CableApp uses a default value for CO2 emission equal to 0.40 kg CO2 / kWh.


Energy Price 0.45 RON / kWh (value can be changed in "settings" menu)
CO2 emissions 0.40 kg CO2 / kWh (value proposed by default)
ARON = 6480 kWh • 0.45 RON / kWh = 2916 RON
ACO2 = 6480 kWh • 0.40 kg CO2 / kWh = 2592 kg CO2




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