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Rock Mechanics.pdf - Mining and Blasting

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LONGWALL AND CAVING MINING METHODS<br />

15.3.6 Rib <strong>and</strong> chain pillar design<br />

The design of rib <strong>and</strong>/or chain pillars has been traditionally based on precedent<br />

practice, often represented by “rules of thumb”. Modern design methods may use<br />

empirical, analytical or computational methods combined with performance monitoring<br />

(e.g. Badr et al., 2002, Cassie et al., 1999, Colwell et al., 1999). As indicated<br />

previously <strong>and</strong> illustrated in Figure 15.7, chain pillars are subjected to complex stress<br />

paths <strong>and</strong> undergo a number of loading stages during their lives. The five main stages<br />

of the chain pillar loading cycle in the case illustrated in Figure 15.7 are:<br />

development loading, usually calculated using tributary area concepts;<br />

front abutment loading when the first longwall face is adjacent to the pillar;<br />

main gate or side abutment loading when the load has stabilised after the passage<br />

of the first face;<br />

tailgate loading when the second longwall face is adjacent to the pillar. It is in this<br />

stage that the pillar is likely to experience its maximum vertical loading; <strong>and</strong><br />

double goaf loading when the pillar is isolated between two mined-out panels.<br />

Because of this loading history, the design of chain pillars is not as straight-forward<br />

as that of the pillars formed in room-<strong>and</strong>-pillar mining as discussed in Chapter 13.<br />

There may also be design objectives in addition to the criterion of pillar stability.<br />

For example, in developing their design methodology, Colwell et al. (1999) sought<br />

to optimise chain pillar size so as to:<br />

maintain the serviceability of main <strong>and</strong> tail gates so that both safety <strong>and</strong> longwall<br />

productivity are unaffected;<br />

minimise roadway drivage requirements in a way that does not impact adversely<br />

on the continuity of extraction of successive longwall panels; <strong>and</strong><br />

maximise coal recovery.<br />

Rib <strong>and</strong> chain pillars may be from 20 m to more than 100 m wide depending on the<br />

mining depth, the in situ stresses, the mining geometry, the mass strength of the coal,<br />

the geological structure <strong>and</strong> the geotechnical properties of the under- <strong>and</strong> over-lying<br />

strata. Data collected by Cassie et al. (1999) for UK longwall coal mines showed<br />

that the rib pillars (without cross-cuts) typically used had width to height ratios of<br />

up to 40 <strong>and</strong> could be classified as wide pillars. In a study of 19 Australian longwall<br />

mining sites at depths of 130 to 475 m, Colwell et al. (1999) recorded chain pillar<br />

widths of 26–55 m <strong>and</strong> lengths of 40–125 m. The roadways were 4.8–5.2 m wide,<br />

2.5–3.6 m high <strong>and</strong> the pillar width to height ratios ranged from 10 to 20. Pillars of<br />

these geometries would not be expected to “fail” in the terms discussed in Chapter<br />

13, although spalling at the ribs might be anticipated. Other considerations such as<br />

gate road serviceability then become of major concern.<br />

Although the pillars may not be expected to “fail” in the Australian cases outlined<br />

above, pillar failure or yield may be expected to occur if smaller pillars are used<br />

under higher stress conditions. For example, Badr et al. (2002) refer to a case in<br />

which chain pillars at a depth of 700 m were 8 m wide, 26 m long <strong>and</strong> 3 m high. Small<br />

pillars may be considered under USA regulations which require a minimum of three<br />

entries in longwall gate roads. Simple calculations based on tributary area loading<br />

for the development stage, <strong>and</strong> the pillar strength formulae presented in section 13.3,<br />

give extremely low factors of safety for which the probability of survival is negligibly<br />

452

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