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A OPEN PIT MINING AÇIK OCAK MADENCİLİĞİ

A OPEN PIT MINING AÇIK OCAK MADENCİLİĞİ

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23 rd <br />

shape and depth of deposit, mine production<br />

schedule, geology, material characteristics,<br />

blasting performance, climate, environment,<br />

capital cost, operating cost, maintenance,<br />

support, power costs versus fuel costs,<br />

reliability, useful life, haul distance, operator<br />

requirement, life of mine, hardness and<br />

abrasiveness of material.<br />

The mentioned above parameters are used<br />

by different researcher to selecting the<br />

proper mining haulage system, but by<br />

considering the sustainable development<br />

concept, it seems that there are some other<br />

factors such as greenhouse gas emission,<br />

accident probability, ground vibration, dust<br />

production, land degradation, Number of<br />

employment and reclamation requirement,<br />

that can be considered in equipment<br />

selection.<br />

By taking into account the fact that, the<br />

mining production had an increasing trend<br />

through the years and average grade of<br />

produced ore was decreasing in the same<br />

years. This means that, high-grade ores are<br />

consumed and in order to produce a known<br />

amount of metal from a low-grade ore, one<br />

has to exploit a large volume of materials.<br />

So, so-called easy mineral deposits have<br />

been mined therefore, one could conclude<br />

that, the mine size must be enlarged, and<br />

here comes the time for Giant Mining<br />

(Osanloo, 2012), the size of mining<br />

equipment will grow to achieve required<br />

production rate and it means more fuel<br />

consumption, labour requirement, road<br />

construction and as a result, more<br />

environmental impact in mining activity.<br />

Therefore, it is important to have a long-term<br />

vision in equipment selection. Paying<br />

attention to SD concept, the effective<br />

parameters in mining equipment selection<br />

can be divided in to four groups, technical,<br />

economic, social and environmental. The<br />

technical criteria are essential factors in<br />

engineering works and in order to<br />

considering SD concept the parameters that<br />

are related to environmental, social and<br />

economic added to decision making criteria.<br />

The criteria for each group are as below:<br />

Technical; production, geology, deposit<br />

depth, haul distance, mine life, equipment<br />

installation time. Environmental; climate,<br />

greenhouse gas emission, dust production,<br />

land degradation, reclamation requirement.<br />

Social; ground vibration, accident<br />

probability, No. of employment. Economic;<br />

operating and capital cost, power costs, fuel<br />

cost, labour cost, maintenance cost,<br />

reliability.<br />

5 PREFERENCE VOTING SYSTEM<br />

In preference voting systems (PVS), each<br />

voter selects m candidates from among n<br />

<br />

most to the least preferred. Each candidate<br />

may receive some votes in different ranking<br />

places. The total score of each candidate is<br />

the weighted sum of the votes he/she<br />

receives in different places (Wang et al.,<br />

2007) that is defined as follow:<br />

z<br />

i<br />

m<br />

<br />

v w<br />

j 1 ij<br />

j<br />

i 1,...,<br />

n.<br />

(1)<br />

Let w j be the importance weight of j th<br />

ranking place (j = 1... m) and v ij be the vote<br />

of candidate i being ranked in the j th place.<br />

The structure of PVS is shown in Table 1.<br />

In this structure, the winner is the one<br />

with the highest total score. Therefore, the<br />

key issue of the preference aggregation in a<br />

PVS is how to determine the weights<br />

associated with different ranking places (i.e.<br />

(w j )).<br />

Broda-Kendall (BK) method (Cook &<br />

Kress, 1990) is a well-known approach to<br />

identify the weights.<br />

This approach assigns weights m, m–1,<br />

m–2,..., 1 to m ranking places, from the<br />

highest ranking place to the lowest<br />

respectively. These weights are produced in<br />

a simple way, but their production process is<br />

quite subjective. To reduce subjectivity in<br />

generating weights, Cook and Kress (1990)<br />

proposed the application of Data<br />

Envelopment Analysis (DEA) in this<br />

problem, which considered candidates as<br />

Decision Making Units (DMUs). Their<br />

proposed model calculates weights for each<br />

candidate that maximizes its total score.<br />

Thereafter, the model is solved once for<br />

each candidate and the total score is<br />

computed.<br />

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