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• Table 1 Equations forAQIIILTS Pit Inflow Model (Cont.) <br />3b Q(L,M) = 2 x RA(L,M) xrSY(L) x T(i x B L Z x S(L) x T(L)4x HO(L)2 ~1/2 <br />x [(TI(K) - TC(L,M))I/z - [(TI(K) - TC(L,M)) - (LS(L,M) / RA(L,M))] I/2] <br />for TI (K) - TC(L,M) > LS(L,M) / RA(L,M) <br />L-sink - distances of influence <br />4 DC(L,M) =T(L) x HO(L) x('SY(L) x T(L) x B(L)Z + S(L) x T(L) x HO(L)2~ _I/2 <br />LL 4 <br />x [(TI(K) - TC(L,M)) - Y /(2 x RA(L,M))]1/2 ' <br />5 DA(L,M) T L x B L x(-SY(L) x T(L) x B(L)2 S(L) x T(L) x HO(L)2~ -I/Z <br />L-~2 + 4 <br />x [(TI(K) - TC(L,M)) - Y /(2 x RA(L,M))]1/2 <br />• both DC (L ,M) and DA(L,M) computed for <br />Y/RA(L,M) < T1(K) - TC(L.M) < LS(L.M) / RA(L,M) <br />5a Y = [TI(K) - TC(L,M)] x RA(L,M) distance aquifer <br />has been excavated along sink, in ft <br />for TICK) - TC(L,M) > LS(L,M) / RA(L,M), the time factor in the <br />above equations is replaced by <br />[TI(K) - TC {L,M)] - LS(L,M) /(2 x RA(L,M)). <br />Line Sink with Recharge, LR-sink <br />6a Q(L,M) = RA(L,M) x T(L) x 2 x CH L,M + B L x (TI(K) - TC(L,M)) <br />2 B L,M <br />for TICK) - TL(L,M) < RA(L,M) / LS(L,M) <br />6b Q( ~ TL x 2XCHLM +BL xLSLM r <br />L M) 2 OB L.M ( ) <br />for TICK) - TC(L.M) > RA(L,M) / LS(L,M) <br />• <br /> <br />8 <br />