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coal trade bulletin - Clpdigital.org

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educed individual efficiency may be more than<br />

compensated by the increased aggregate output<br />

produced without increased capital; but where<br />

such shifting is adopted as a temporary measure,<br />

there is, besides other reasons, a danger of overworking<br />

the managing staff.<br />

The cost of hand drawing, which the writer<br />

terms the uneconomic gap, represents the most<br />

expensive item on the costs sheet. A very common<br />

practice in Scotland is to pay the miner a<br />

hewing rate which includes drawing to a lye perhaps<br />

500 yards outbye. It will usually be found<br />

that two men are engaged in each place, one of<br />

whom hews the <strong>coal</strong>, throws it to the roadhead,<br />

stows the debris, and sets the timber. The other<br />

man fills the <strong>coal</strong> and draws it to the lye. Then<br />

if the tonnage rate is 3s., and 5 tons are produced<br />

daily, the wage rate is 7s. 6d. If Is. per ton be<br />

taken as fair remuneration for the actual filling<br />

of the <strong>coal</strong> into the tubs, then the 3s. per ton<br />

is apportioned as under: Hewing, etc., Is. 6d.;<br />

filling, Is.; drawing, lid.; total, 3s. If the road<br />

is 220 yards long, the rate per ton-mile is equal<br />

to 4s. This is very high compared with endless<br />

rope haulage at 3d. or 4d. and horse haulage at<br />

Od. per ton-mile. Hand drawing is the most expensive<br />

service rendered to the colliery.<br />

In the case of a <strong>coal</strong>-cutter, the manager who<br />

installs one in a section where tne draw is over<br />

100 yards long is courting disaster, because the<br />

cost of drawing more than swallows the prospective<br />

economy; rapid clearing of the faces cannot<br />

be done; and he has to commence w r ith a<br />

high rate which he may find difficulty in breaking<br />

when the length of draw is lessened. As a<br />

matter of fact, tne question seldom arises, as<br />

the air-pipes or electric cables are at hand, a<br />

large output from a comparative short face is<br />

ready, and mechanical haulage<br />

IS EASILY ADOPTED:<br />

hence hand drawing is practically eliminated. The<br />

writer would venture to say that the advantages<br />

and economies of mechanical <strong>coal</strong>-cutting do, in<br />

very many cases, depend entirely on the large<br />

output per face and the short draw. The machine<br />

is, in fact, the occasion, not the cause, of<br />

the economies.<br />

In passing, the writer would express this opinion—that<br />

unless in very hard or thin <strong>coal</strong>, or<br />

other exceptional circumstances, if the face is<br />

so short that a minimum of 60 tons per shift<br />

cannot be got by a machine cutting to an ordinary<br />

depth, cheaper <strong>coal</strong> can be got by hand, the<br />

same drawing facilities being given in each case.<br />

The conveyor face is another instance. A close<br />

examination will show that the conveyor, where<br />

successful, is so simply because it puts all the<br />

<strong>coal</strong> from a given face at one point, from which<br />

point efficient haulage can be applied, thus dis­<br />

THE COAL TRADE BULLETIN. 37<br />

pensing with hand drawing. Again, if inefficient<br />

haulage is used in conjunction with the conveyor,<br />

fewer men can be employed at the face,<br />

a lower rate of advance is got, more debris is<br />

required to maintain the face, and all the economies<br />

disappear.<br />

But as <strong>coal</strong>-cutters and conveyors cannot be<br />

universally applied, hand cutting of <strong>coal</strong> must<br />

continue, and mechanical haulage being out of<br />

the question from a hand-worked face, the drawer<br />

must be employed still. The question of the size<br />

of the tub has already been touched on as one<br />

of great importance, the objects being to employ<br />

as cheap labor as possible, and to see that a<br />

minimum of the drawer's time is spent actually<br />

away from the face. The conditions, such as dip<br />

of the seams, nature of the roof, extent of the<br />

sections, and presence of faults, vary so much<br />

in different collieries that no particular method<br />

of economy could be universally applied. However,<br />

it may be laid down that the drawing-roads<br />

should be kept as short as possible, and in the<br />

highest state of efficiency.<br />

In order to make the roads efficient, the writer<br />

suggests that the contour of every road in the<br />

pit over which 20 tons or more per shift is drawn,<br />

and on every road which costs extra money for<br />

drawing, should be known. By<br />

CONTOUR IS MEANT,<br />

not the fixing of spot-levels on the plan, but a<br />

regular systematic detailed contour of each road.<br />

That is the first requirement necessary, in order<br />

to minimize the use of mere physical or mechanical<br />

force in transit. The roadsman has hitherto<br />

ruled supreme by rule cf thumb on the drawingroad,<br />

the cuddie-road,t the cousie § and the horseroad.<br />

Let a very little modicum ot intelligence<br />

be introduced.<br />

The writer has used such a system for several<br />

years, with very good results. The information<br />

cannot always be made use of for economy, and<br />

where "creep" is taking place difficulties intervene.<br />

But, if the horizontal plan is practically<br />

and legally necessary, why should not the vertical<br />

plan (the contour) be determined and known?<br />

The system practiced is as follows: A straightedge<br />

10 feet long is used, and leveling is started<br />

from the outbye end at a bench mark, or point,<br />

the height of which with reference to the datum<br />

line is known. At every third length leveled, a<br />

mark is chalked on the side of the road thus—<br />

3, 6, 9, etc. The leveling is never plotted, the<br />

improvements to be wrought on the road being<br />

determined entirely by arithmetic. In a table<br />

used the total column shows at each point the<br />

total height above the starting point. Column A<br />

shows the height above the starting point at each<br />

point on a mean gradient. In column B is shown<br />

tCuddie-road = jig-brow, SCousie = a self-acting incline.

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