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) The ability of a water to conduct electricity, which is directly proportional to (and therefore useful as a measurement of) the total concentration of ions (qv) dissolved in it cone of depression A conical depression in the water table (or piezometric surface) (qv) which develops around a pumping well, as a consequence of the fact that drawdown (qv) increases with proximity to the well con ned aquifer An aquifer (qv) lying below an aquitard (qv), such that there is no unsaturated zone (qv) between the base of the aquitard and the groundwater within the aquifer congruent dissolution The dissolution of minerals which dissociate completely in water without depositing any new solid phases connate water Groundwater (qv) which is believed to have been present in the pores of a sedimentary rock ever since it was deposited.

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Vidal-Carou, M. C., M. L. Latorre-Moratalla, and S. Bover-Cid. 2009. Biogenic amines. In Handbook of Processed Meats and Poultry Analysis, edited by L. M. L. Nollet and F. Toldr . Boca Raton, Fla.: CRC Press. Viljanen, K., P. Kylli, R. Kivikari, and M. Heinonen. 2004. Inhibition of protein and lipid oxidation in lipo-

North American hierarchical network synchronization. (From Ref. 9, Figure 11-2.)

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constant-head tests A means of measuring the permeability of a sample of aquifer material in the laboratory, by recording the amount of water which needs to be fed into a cylinder containing the sample in order to maintain a predetermined head gradient across the cylinder This technique is best suited for high permeability materials (hydraulic conductivity > 01 m/day) constant-rate test pumping Test pumping (qv) in which the rate of pumping is held at a single constant rate for the duration of the test consumptive use A use of water which effectively removes it permanently from the local natural environment (eg by evaporation of cooling waters, or export as moisture in fruit grown with irrigation waters) contact spring A spring (qv) which arises at the lowest-lying point of outcrop of the stratigraphic contact between an aquifer (qv) and an underlying aquitard (q.

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5311 One-Phase Locking One-phase locking(1PL) is a method of locking that requires each transaction to lock an item before it uses it and release the lock as soon as it has nished using it Obviously, this method of locking provides for the highest concurrency level but does not always enforce serializability Figure 59 depicts an example to two concurrent transactions T1 and T2 Applying one-phase locking principles to scheduling the requests from these two transactions result in the schedule S = WL1(X), R1(X), W1(X), LR1(X), RL2(X), R2(X), LR2(X), WL2(Y), R2(Y), W2(Y), LR2(Y), WL1(Y), R1(Y), W1(Y), LR1(Y) The schedule utilizes three new notations that relate to locking and unlocking of data items RLj(x) indicates a read lock request on X by transaction j; WLj(x) indicates a write lock request on data item X by transaction j; and nally LRj(x) indicates a release of lock by transaction j.

v) contaminated land Land which has been left in a contaminated condition as a result of former use converged The state reached by a solver (qv) when the changes in values between successive iterations become negligible Darcy s Law The basic law of laminar groundwater ow, which states that ow rate (Q) is equal to the product of the hydraulic conductivity (K), the hydraulic gradient (i) and the area (A) of aquifer material (perpendicular to the direction of ow) through which ow is taking place Darcy s Law is most commonly written: Q = K i A..

To see the actual schedule that has been formed by using one-phase locking, we need to remove the lock and unlock requests from the schedule Doing so results in S = R1(X), W1(X), R2(X), R2(Y), W2(Y), R1(Y), W1(Y) as the schedule This schedule is not serializable since the PCOs T1 T2 and T2 T1 cannot both be satis ed What is the problem with one-phase locking and why does it produce schedules that are not serializable This approach is too aggressive in releasing the locks acquired by a transaction The idea of releasing the locks as soon as possible to provide for more parallelism causes the schedule to be nonserializable In other words, transactions using 1PL do not keep their locks long enough to ensure serializability the locks are released prematurely To ensure serializability, two-phase locking must be utilized 531.

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