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Relationship between the isotopically exchangeable and resin‐extractable phosphate of deficient to heavily fertilized soil
Author(s) -
Schneider A.,
Morel C.
Publication year - 2000
Publication title -
european journal of soil science
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 1.244
H-Index - 111
eISSN - 1365-2389
pISSN - 1351-0754
DOI - 10.1046/j.1365-2389.2000.00351.x
Subject(s) - chemistry , sorption , ion exchange resin , desorption , fertilizer , soil water , extraction (chemistry) , suspension (topology) , ion exchange , phosphate , breakthrough curve , ion , analytical chemistry (journal) , soil science , chromatography , adsorption , inorganic chemistry , geology , mathematics , organic chemistry , homotopy , pure mathematics
Summary The rate and extent of soil–solution transfer of orthophosphate ions (P i ) depend both on soil solution P i concentration and on time. This is so both in experiments on sorption–desorption and in those on isotopic exchange. Because the two methods are based on different principles, it is questionable whether they give a similar quantification of P i transfer. The amount of isotopically exchangeable P i , E , was determined over periods of 100 minutes and described as a function of both time and P i concentration in solution for three soil samples taken from field plots having different P fertilizer histories over 26 years of annual application. In separate experiments, amounts of P i , Q d , were extracted from soil suspensions using three levels of anion exchange resin strips for periods ranging from 10 minutes to 7 days. Both initial and final solution P i concentrations were measured. These concentrations and periods of resin‐contact were used to predict the difference in E , Δ E , between the initial and final states of the suspension–resin system using extrapolations of the equations fitted to the exchange data. Under conditions in which the solution concentration of P i decreased during extraction the Δ E values and the resin‐extracted P i values, Q d , were equal. It is thus possible, using the description of E , to predict the amount of P i released from soil suspension knowing the initial and final solution P i concentrations and the time it took for the system to pass from the initial to the final state. For the soil studied, identical amounts of mobile P i , i.e. the P i which participates in the soil–solution dynamics, may therefore be assessed by either isotopic exchange or desorption.