Home > Medium Voltage Power Cables > N2XSEBY Three core 3.6/6 (7.2) kV Copper XLPE insulated Copper wire shielded Steel tape armored Cable
N2XSEBY-Cable
N2XSEBY-Cable

N2XSEBY Three core 3.6/6 (7.2) kV Copper XLPE insulated Copper wire shielded Steel tape armored Cable

Application

Medium voltage N2XSEBY cables for distribution networks,They are suitable for laying indoor,tunnel,cables trench and underground.It is able to bear external mechanical forces,but unable to bear heavy pulling force,it widely used in transformer stations,electric power plants and industrial plants.

Construction
  • Conductor:Copper,class 2,circular compacted conductors
  • Conductor screen:Non-metallic,semi-conducting compound
  • Insulation:Cross-linked polyethylene (XLPE)
  • Insulation screen:Non-metallic,semi-conducting compound
  • Metallic screen:Copper wire
  • Filler:Non-hygroscopic material
  • Inner sheath:Polyvinyl chloride(PVC)
  • Armour:Steel tape
  • Outer sheath:Polyvinyl chloride(PVC)
Main Characteristics
  • Good electrical and mechanical properties.
  • Minimal dielectric loss,high insulation resistance.
Specification

IEC60228 Conductors of Insulated Cables
IEC 60502-2 Power Cables with Extruded Insulation and Their Accessories for Rated Voltages from 1kV (Um=1.2KV)up to 30kV(Um=36kV)-Part 2:Cables for Rated Voltages of 6kV(Um=7.2KV)up to 30kV (Um=36kV).

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Product Parameters

No.of Cores and Nominal Cross Section Nominal Insulation Thickness Nominal Steel Tape Thickness Nominal Sheath Thickness Approx. Overall Diameter Approx.Weight Max.D.C.Resistance of Conductor at 20℃
Cu Al Cu Al
mm² mm mm mm mm kg/km kg/km Ω/km Ω/km
3×25 2.5 0.5 2.3 43.7 2996 2535 0.727 1.2
3×35 2.5 0.5 2.4 46.3 3420 2782 0.524 0.868
3×50 2.5 0.5 2.5 48.9 3907 3043 0.387 0.641
3×70 2.5 0.5 2.6 52.9 4730 3482 0.268 0.443
3×95 2.5 0.5 2.7 57.2 5722 3991 0.193 0.32
3×120 2.5 0.5 2.8 60.0 6585 4395 0.153 0.253
3×150 2.5 0.5 2.9 63.7 7861 5155 0.124 0.206
3×185 2.5 0.5 3.0 67.7 9197 5788 0.0991 0.164
3×240 2.6 0.5 3.2 73.7 11149 6726 0.0754 0.125
3×300 2.8 0.5 3.4 79.9 13281 7737 0.0601 0.100
3×400 3.0 0.8 3.7 88.6 17511 10368 0.047 0.0778
3×500 3.2 0.8 4.0 98.0 21300 12233 0.0366 0.0605
3×630 3.2 0.8 4.2 106.6 25937 14165 0.0283 0.0469

Application and case display

FAQ

Longitudinal Water Blocking vs. Lateral Water Blocking?
What is the operating temperature of the cable?
How Do Water-Blocking Cables Work?
What are the benefits of EPR material?
What is the minimum order quantity for the product?
Why do cable prices vary significantly among suppliers within the same region?
Cable prices vary due to differences in supplier strategies, competition, raw materials, and production processes, as well as after-sales services, including installation, equipment, and ongoing support.
What are the weight limits for different types of packages?
The weight limit for a wooden drum or steel wooden is 5,000 kg, and for a steel drum, it is 10,000 kg.
What is the application of Armored vs. Unarmored Cables?
Armored cables are suitable for use in hazardous environments, such as underground installations, areas with high moisture levels, and areas prone to mechanical damage. Unarmored cables are suitable for less demanding applications, such as inside walls or other protected locations.
Armored vs. Unarmored Cables?
Armored cables are ideal for direct burial and laying underground, offering protection against environmental factors. Unarmored cables are unsuitable for burial or use in other challenging applications and installations.
How do you calculate the minimum bending radius of cables?
The bend radius refers to the curved shape in which an electrical cable can be bent or curved without sustaining damage. To determine the minimum bend radius for cables, apply the following formula: Minimum Bend Radius = Cable Outer Diameter×Cable Multiplier. For example, if the outer diameter of a cable is 20mm, its minimum bending radius would be 20mm×6 = 120mm. Conversely, if an armored cable has an outer diameter of 30mm, its minimum bending radius would be 30mm×12 = 360mm.

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