Rock Mass Classification Calculator (RMR, Q-System, GSI)
Step 1: Rock Mass Rating (RMR)
$$RMR_{basic} = R_1+R_2+R_3+R_4+R_5$$
$$RMR_{89} = RMR_{basic}+R_6$$
$$RMR_{14} = RMR_{89} \times R_7 \times R_8$$
$$RMR_{89} = RMR_{basic}+R_6$$
$$RMR_{14} = RMR_{89} \times R_7 \times R_8$$
Step 2: ICE & Fs
$$ICE = \\frac{3704 \\cdot \\sigma_c \\cdot K_o \\cdot e^{(RMR_{89}-100)/24}}{(3-K_o)H} \\cdot F \\cdot K_o$$
Step 3: Q-System
$$Q = \\frac{RQD}{J_n} \\cdot \\frac{J_r}{J_a} \\cdot \\frac{J_w}{SRF}$$
Step 4: RMR–Q–GSI Correlations
Typical trends from literature:
$$RMR \\approx 9\\ln(Q) + 44$$ (Bieniawski, Barton)
$$GSI \\approx RMR - 5$$
$$\\ln(Q) \\approx 0.22RMR - 1.8$$
$$RMR \\approx 9\\ln(Q) + 44$$ (Bieniawski, Barton)
$$GSI \\approx RMR - 5$$
$$\\ln(Q) \\approx 0.22RMR - 1.8$$
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