### Article Index

Loading and hauling of blasted ore is done using Cavo 310 or similar machine type with following specifications:

 Weight 3150kg Body capacity 1m3 Bucket capacity 0.13m3 Net. loading capacity 0.7m3/min Tгavel speed 1-1.4m/s Аiг consumption, aveгage 133l/s Аiг pгessure гequiгement 4-7bar Min. tunnel dimensions 2620x2420mm (w x h)

Volume of ore produced by one blast:

$$V=1.4\cdot w\cdot h\cdot {{l}_{bh}}\cdot 0.95=3\cdot 2.5\cdot 1.6\cdot 1.4\cdot 0.95\approx 16{{m}^{3}}$$

Where:

W – width of stope (3m)

h – height of stope (2.5m)

lbh – length of blasthole (1.6m)

Total number of cycles necessary to transfer this amount of ore to the ore pass is:

$${{N}_{c}}=\frac{16{{m}^{3}}}{{{V}_{cb}}\cdot 0.9}=\frac{16}{1\cdot 0.9}\approx 18 cycles$$

Where:

Vcb – Volume of Cavo 310 body (1m3)

Each cycle consists of loading, driving to the ore pass, dumping and returning drive. Duration of one cycle is equal to the sum of durations of each separate operation.

$${{T}_{l}}=\frac{{{V}_{cb}}\cdot 0.9}{{{V}_{b}}}\cdot {{t}_{l}}=\frac{1{{m}^{3}}\cdot 0.9}{0.13{{m}^{3}}}\cdot 15s\approx 100s$$

Where:

Vcb – Cavo 310 body volume

Vb – bucket volume

Figure 23 Longest transportation distance at the level L+1600m

Total driving time can last up to:

$${{T}_{D}}=\frac{{{L}_{T}}}{\upsilon }=\frac{2\cdot 140m}{1m/s}=280s$$

Where:

LT – maximum total driving distance (2 x 140m see Figure 23)

$\upsilon$ – driving velocity (1m/s)

For dumping, maneuvering and all unexpected pauses 40s is left within each cycle and therefore total duration of one loading and hauling cycle is:

$${{T}_{LHC}}=280s+100s+40s=420s=7\min$$

Total duration of loading and hauling of one blasted face takes up to:

$${{T}_{LH}}={{T}_{LHC}}\cdot {{N}_{c}}=7\min \cdot 18=126\to 130\min$$