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No the ratio of conductivity between copper an steel is about 8:1.
Copper is eight times more conductive than steel.
As such for the SWA to have copper equivelance, the CSA of the armour would have to be in the region of 80mm².
With 2core 70° C PVC cable the minimum CSA of the conductors would be 70mm², 3core, 50mm², 4core, 25mm².
Of course, if you are using conductors with those CSAs, the chances are that you would require a larger than 10mm² bonding conductor.

Ah, Thanks! I thought the figures in that table were copper equivelent CSAs, not actual. That will teach me to skim read things!

The table I have used before is this one.... http://www.earthingnuts.co.uk/pdf/pvc_xlpe.pdf
It shows the copper equivalent CSAs although not the 8:1 you quote. Using this table it does show you can get away with the swa as bonding in some sizes, not really with PME though......
 
The earthingnuts chart is based on the same information as John Peckham's chart.
The main difference being, that John has conducted the adiabatic equation for each of the cables, rather than just relied on Table 54G/54.7.
The earthingnuts chart does not refer to the ratio of conductivity between copper and steel.
All the earthingnuts chart indicates, is the CSA required to satisfy Table 54G/54.7
 
The earthingnuts chart is based on the same information as John Peckham's chart.
The main difference being, that John has conducted the adiabatic equation for each of the cables, rather than just relied on Table 54G/54.7.
The earthingnuts chart does not refer to the ratio of conductivity between copper and steel.
All the earthingnuts chart indicates, is the CSA required to satisfy Table 54G/54.7

but the green/red section of the earthingnuts chart shows both the actual csa of the SWA and the copper equivalent unless I have completely misinterpreted it. It uses the K value from the tables (eg table 54.x) to ratio the csa of the conductor. So the black figures are actual swa csa and the brown figures give the copper equivalent to allow comparison to the required sizes.

I think the point is that the K value takes into account temperature co-efficient and heat capacity as well as resistance and it looks like it gives a smaller copper equivalent csa than your 8:1 resistance calc shows.
I don't know anything more than the earthingnuts chart gives but that is the way I read it.........
 
The K values are used to determine whether a conductor can withstand high current for a relativly short duration.
This is why when conducting the adiabatic equation, higher fault currents require CPCs with smaller CSAs.
Bonding conductors (and where PME conditions apply earthing conductors), are required to withstand low, medium and occasionaly high current for unspecified durations.
As such, the k values and the adiabatic equation are not applicable.
The conductor have to sized to withstand diverted neutral currents, not just from the installation where they are installed, but from other installations conected through extraneous-conductive-parts, service pipework and such.
Here's a link to a chart showing the conductivity of different metals: | Electrical conductivity | conductivity thermal |Comparisons of Materials: Coefficient of Thermal Expansion and conductivity of metal
This chart list the conductivity of annealed copper as 100, and steel as being between 3 and 15.
SWA is normally taken as being about 12.5, which is how the ratio 8:1 is determined.
 
The table I have used before is this one.... http://www.earthingnuts.co.uk/pdf/pvc_xlpe.pdf
It shows the copper equivalent CSAs although not the 8:1 you quote. Using this table it does show you can get away with the swa as bonding in some sizes, not really with PME though......

Throw that table chart away, it's more confusing than anything else!! Use the chart/table that John Peckham published as all the relevant adiabatic equations have already been conducted to each of the cables listed.

Neither that chart you have been using, or John Peckham's chart refers in anyway to bonding requirements, they are purely to be used as SWA, CPC compliance.... CPC and Bonding CSA requirements are not the same.
 
If you're able to run a SWA to it, couldn't you just run a seperate earth in some flexible conduit alongside the SWA? yes it makes the job that bit more pricey, but it won't be anymore time consuming really.
 
If you're able to run a SWA to it, couldn't you just run a seperate earth in some flexible conduit alongside the SWA? yes it makes the job that bit more pricey, but it won't be anymore time consuming really.

You can indeed Mark run a separate protective conductor outside of the SWA. The 2011 amendment highlighted this procedure for the first time in regulation 521.5.1 though it is a practice that as been going on in all my time in the industry.
 
The K values are used to determine whether a conductor can withstand high current for a relativly short duration.
This is why when conducting the adiabatic equation, higher fault currents require CPCs with smaller CSAs.
Bonding conductors (and where PME conditions apply earthing conductors), are required to withstand low, medium and occasionaly high current for unspecified durations.
As such, the k values and the adiabatic equation are not applicable.
The conductor have to sized to withstand diverted neutral currents, not just from the installation where they are installed, but from other installations conected through extraneous-conductive-parts, service pipework and such.
Here's a link to a chart showing the conductivity of different metals: | Electrical conductivity | conductivity thermal |Comparisons of Materials: Coefficient of Thermal Expansion and conductivity of metal
This chart list the conductivity of annealed copper as 100, and steel as being between 3 and 15.
SWA is normally taken as being about 12.5, which is how the ratio 8:1 is determined.

Ah, thanks, I understand the differences now. Yet again I hadn't quite thought it through. :(
 
Thought i'd post this table by John Peckham up again, as it seems folk are still getting confused with the other chart that's banded around on a regular basis. This table can be directly read as all the relevant adiabatic equations etc, have already been conducted.
Remember, this table is for checking the compliance of SWA cables for using the Armour as the CPC. They do not in anyway refer to bonding CSA compliance!!


BLUE = min CSA of SWA associated with corresponding cable size.
RED = (in brackets) Do Not comply

Table for 70[SUP]0[/SUP]C Thermoplastic PVC SWA cables.


Conductor CSA

Minimum CSA of SWA to meet 54G

CSA of armour 2 core

CSA of armour 3 core

CSA of armour 4 core

1.5

3.4

15

16

17

2.5

5.7

17

19

20

4

9.0

21

23

35

6

13.6

24

36

40

10

22.6

41

44

49

16

36.1

46

50

72

25

36.1

60

66

76

35

36.1

66

74

84

50

56.4

74

84

122

70

79.0

84

119

138

95

107.2

122

138

160

120

135.3

(131)

150

220

150

169.2

(144)

211

240

185

208.6

(201)

230

265

240

270.6

(225)

(260)

299

300

338.3

(250)

(289)

(333)

400

403.9

(279)

(319)

467


Table for 90[SUP]0[/SUP]C Thermosetting SWA cables operating at 70[SUP]0[/SUP]C.



Conductor CSA

Minimum CSA of SWA to meet 54G

CSA of armour 2 core

CSA of armour 3 core

CSA of armour 4 core

1.5

3.4

16

17

18

2.5

5.7

17

19

20

4

9.0

19

21

23

6

13.6

22

23

36

10

22.6

26

39

43

16

36.1

41

44

49

25

36.1

42

62

70

35

36.1

62

70

80

50

56.4

68

78

90

70

79.0

80

90

131

95

107.2

113

128

147

120

135.3

(125)

141

206

150

169.2

(138

201

230

185

208.6

(191)

220

255

240

270.6

(215)

(250)

289

300

338.3

(235)

(269)

(319)

400

451.0

(265)

(304)

452
 
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