U-1000 AR2V Aluminum XLPE insulated Cable

Product Parameters

Conductor No.of Cores x Cross Section	Class of Conductor	Nominal Insulation Thickness	Nominal Sheath Thickness	Approx. Overall Diameter	Approx. Weight
No. x mm²		mm	mm	mm	kg/km
1×35	2	0.9	1.4	13.5	190
1×50	2	1	1.4	13.7	245
1×70	2	1.1	1.4	15.8	325
1×95	2	1.1	1.5	17.5	425
1×120	2	1.2	1.5	19.3	520
1×150	2	1.4	1.6	21.5	630
1×185	2	1.6	1.6	24.7	780
1×240	2	1.7	1.7	27.7	990
1×300	2	1.8	1.8	30.6	1210
1×400	2	2	1.9	34.2	1510
1×500	2	2.2	2	38	1860
1×630	2	2.4	2.2	42.9	2400
2 Cores
2×1.5	2	0.7	1.8	9.2	94
2×2.5	2	0.7	1.8	10	110
2×4.0	2	0.7	1.8	11	146
2×6.0	2	0.7	1.8	12	172
2×10	2	0.7	1.8	13.6	219
2×16	2	0.7	1.8	15.4	279
2×25	2	0.9	1.8	18.4	388
2×35	2	0.9	1.8	20.6	475
2×50	2	1	1.8	23.6	610
2×70	2	1.1	1.9	26.8	796
2×95	2	1.1	2	30.2	1055
2×120	2	1.2	2.1	33.7	1267
2×150	2	1.4	2.2	37.5	1538
2×185	2	1.6	2.4	41.6	1911
2×240	2	1.7	2.5	46.7	2423
2×300	2	1.8	2.7	51.4	2992
2×400	2	2	2.9	58.9	3739
3 Cores
3×1.5	2	0.7	1.8	9.6	112
3×2.5	2	0.7	1.8	10.5	132
3×4.0	2	0.7	1.8	11.6	180
3×6.0	2	0.7	1.8	12.6	215
3×10	2	0.7	1.8	14.4	279
3×16	2	0.7	1.8	16.3	362
3×25	2	0.9	1.8	19.5	513
3×35	2	0.9	1.8	21.9	635
3×50	2	1	1.8	25.1	825
3×70	2	1.1	1.9	28.7	1086
3×95	2	1.1	2	32.4	1468
3×120	2	1.2	2.1	36.1	1768
3×150	2	1.4	2.3	40.3	2151
3×185	2	1.6	2.4	44.6	2674
3×240	2	1.7	2.6	50.2	3434
3×300	2	1.8	2.7	55.2	4211
3×400	2	2	3	63.3	5307
4 Cores
4×1.5	2	0.7	1.8	10.4	132
4×2.5	2	0.7	1.8	11.3	157
4×4.0	2	0.7	1.8	12.5	217
4×6.0	2	0.7	1.8	13.7	262
4×10	2	0.7	1.8	15.7	343
4×16	2	0.7	1.8	17.8	486
4×25	2	0.9	1.8	21.5	646
4×35	2	0.9	1.8	24.1	850
4×50	2	1	1.8	27.8	1066
4×70	2	1.1	2	32	1405
4×95	2	1.1	2.1	36.1	1900
4×120	2	1.2	2.3	40.2	2290
4×150	2	1.4	2.4	44.9	2813
4×185	2	1.6	2.6	49.8	3468
4×240	2	1.7	2.8	56	4487
4×300	2	1.8	3	61.7	5541
4×400	2	2	3.2	70.7	6934
5 Cores
5×1.5	2	0.7	1.8	12.2	154
5×2.5	2	0.7	1.8	12.8	186
5×4.0	2	0.7	1.8	14.3	257
5×6.0	2	0.7	1.8	15.8	311
5×10	2	0.7	1.8	18.3	407
5×16	2	0.7	1.8	21.2	610
4×25+1×16	2	0.9	1.8	25.3	713
4×35+1×16	2	0.9	1.8	28.4	910
4×50+1×25	2	1	2.1	33.1	1151
4×70+1×16	2	1.1	2.2	38.7	1530
4×70+1×35	2	1.1	2.2	39.2	1600
4×95+1×50	2	1.1	2.4	44.3	2052
4×120+1×70	2	1.2		49.3	2505
4×150+1×70	2	1.4	2.7	54.3	3006
4×150+1×120	2	1.4	2.7	55	3207
4×185+1×95	2	1.6	2.9	61	3839
4×185+1×150	2	1.6	2.9	61.6	4092
4×240+1×25	2	1.7	3.1	68.6	4592
4×240+1×70	2	1.7	3.1	69.3	4713
5×95	2	1.1	2.4	44.8	2330
5×120	2	1.2	2.5	49.8	2719
5×150	2	1.4	2.7	55.5	3340
5×185	2	1.6	2.9	62.1	4262
5×240	2	1.7	3.1	70.1	5540
Multicores
7×1.5	2	0.7	1.8	13.2	189
10×1.5	2	0.7	1.8	16.4	257
12×1.5	2	0.7	1.8	16.9	288
7×2.5	2	0.7	1.8	14.4	230
10×2.5	2	0.7	1.8	18	313
12×2.5	2	0.7	1.8	18.6	353

Application and case display

FAQ

Flame Retardant Cables VS Fire Resistant Cables?

Is a flame-retardant cable also fire resistant?

What is the length tolerance for cables?

What temperature can high-temperature resistant cables reach, and what are their application scenarios?

What is the purpose of a metallic shield in MV and HV cables?

What is the validity period for the offer of cable?

Typically, the offer is valid for 7 to 30 days, and the price will be adjusted according to the cost of raw materials and the exchange rate.

Flame Retardant Cables VS Fire Resistant Cables?

Both types of cables are crucial in enhancing the likelihood of escape and survival in the event of a fire and are often confused with one another. However, there is a fundamental distinction between flame retardant cables and fire resistant cables. Flame retardant cables are engineered to inhibit the spread of fire to adjacent areas. On the other hand, fire resistant cables are specifically designed to preserve circuit integrity and ensure functionality during a fire, under specified conditions, aiding both evacuees and firefighters.

What is the purpose of a metallic shield in MV and HV cables?

Medium and high voltage power cables, typically those in circuits exceeding 2kV, usually feature a shield layer made of copper or aluminum tape. Similar to their use in low voltage cables, metallic wires and tapes are employed to prevent electromagnetic interference. These shields effectively neutralize or significantly diminish the field currents surrounding the conductor or core. The capacitive and inductive charging currents induced under normal operating conditions are subsequently grounded by the metallic screen.

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.

What is the length tolerance for cables?

The tolerance for the power cable is 0 to +0.5%. For the bare conductor, the tolerance is ±5%.