This example is based on soil degradation but can be applied to water, sediment etc.
We have 4 different soils that are live with lots of micro-organisms. You add your chemical to each of the soils then incubate these samples at a constant temper, moisture content and in the dark (controlled). Over time, samples are taken regularly and analysed for the concentration of chemical remaining.
Then you create a degradation curve showing the concentration remaining and time. A t=0, there is 100% of the compound, and over-time micro-orgimsms are eating away at the compounds. Eventually, you'll arrive close to 0 (may take some time). From the curve, you can track point DT50, called the "half-life". Its the time required for 50% of the conc. to be degraded.
From the graph in the image, we can see that compound red is most degradable. This is good as this can measure persistence but we must consider, how long can we tolerate compounds in our environment?
This shows how extreme DDTs are as their DT50 is around 30 years. Look at the diagram to see the different zones in the soil.
The blue arrows represents the movement of water from the top soil and the ground water though leaching. We also have horizontal pathways, overland flow, like run-off n the surface, sublateral flow, including drains and finally the ground-water recharge between ground-water and surface waters.
We can see the three phases (from the first distribution phase). When the compound is applied on top of the field (input of chemical), it will partition into the solid, liquid and gaseous phases and can stick to the soil on the surface. Because it is volatile, it can escape back into the atmosphere and be dispersed. IN the liquid phase, plants can uptake it (bio-available), it can be degraded and it can move together with the water.
If it remains in the solid phase it'll be mobile and micr-organisms cannot degrade it and it'll accumulate there. Continuously applying pesticides will cause its accumulation in large frequencies, which is why happened to DDT. Since its been there since the 50's it's had time to very slowly distribute all over the place. 10th Edition•ISBN: 9780470458365 (7 more)Erwin Kreyszig4,134 solutions
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