Background Image
Table of Contents Table of Contents
Previous Page  59 / 88 Next Page
Information
Show Menu
Previous Page 59 / 88 Next Page
Page Background

Technical article

November 2016

57

www.read-eurowire.com

In a similar way, 35mm

2

to 500mm

2

the

number of wires can be reduced from 12

to three. This reduction in the required

number of wire sizes brings about major

cost savings in the wire drawing area:

• Creates a higher productivity in the

wire drawing machine due to the

elimination of multiple set-ups for the

different wire diameters required for

the traditional strand designs

• Reduces the amount drawn wire scrap

through wire size changeover

• Creates a reduction in the wire

drawing die inventory

Similarly the roll forming process has

a cost saving impact in the stranding

process:

• Lower volume of different wire sizes

being produced to await the stranding

process

• Ability to use larger package sizes and

switch from a bobbin system to a stem

pack system

• A reduction in down time due to

loading, with the ability of automatic

pay-off changeover while the machine

is running

• Quicker set-ups for different strand

sizes due to the elimination of the

movement of different pay-off sizes

• Higher linear production speeds, when

compared to conventional stranding

methods

• Reduction in manning levels in the

stranding process

Material Savings

The challenge for today's manufacturers is

to determine what target is to be chosen

within the scope of the specifications.

If the criteria for determining the

construction were based solely on the

economics, the industry would gravitate

to the unilay conductor schedule, and the

smallest diameter that is allowed within

that schedule. The roll form process allows

unilay products produced up to 500mm

2

.

Statistical analysis of strands compacted

with methods (die or rollers) other than

the roll form system has shown that

a typical material variance of ±1% to

±1.5% must be expected. These results,

therefore, lead to the need to oversize the

conductors by at least three per cent in

order to ensure that product does not fall

below specification. This excess material

is, effectively, given to customers free of

charge.

When utilising the Ceeco Bartell roll form

system with its strand design software, the

material variance is reduced dramatically.

Giving a real and very tangible material

saving over conventional compacting

methods, this is particularly important

with the current cost of aluminium and

copper.

This means that the minimum diameters

specified in the IEC and ASTM standards

can be achieved, while at the same time

approaching but not exceeding the

maximum resistance.

Due to the wide variety of strand that is

used in the industry, Ceeco Bartell has

developed a mathematical model to assist

with the strand design.

This

model

uses

theoretical

and

quantitative data that allows prediction of

the resistance of the strand. This program

further analyses the geometry of the

strand to optimise the performance of

the machine. The result is an accurate

prediction

of

the

finished

strand

resistance.

Figure 2

shows a cross section of a 150mm

2

strand, showing how this program assists

in the development of the optimum strand

design.

This roll form programme provides the

greatest potential as it has the smallest

strand diameter schedule for a specific

stand size. Consequently this also

represents the greatest potential for

insulation savings for a given insulation

thickness.

This can be clearly seen in

Figure 3,

which shows savings in insulation while

producing 95mm

2

XLPE product with fill

factors ranging from 86 per cent to 96 per

cent. As the conductor becomes smaller

and the interstices disappear, the amount

of insulation used will be reduced.

Figure 1

8 wire sizes required using conventional system

2 wire sizes required using SIW system

Figure 2:

Strand simulator output 150mm

2

compact strand

Economic analysis of 95mm

2

XLPE product

Fill factor

86%

92%

96%

Configuration

1=6=13

1=6=11

2=6=9

Outer diameter

(mm)

11.7

11.39

11.07

Outer gap area

(mm

2

)

15.88

0.710

0.663

Insulation cos

t (US$/km)

131.35

109.55

106.83

Figure 3