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McKay, Donald. "Front matter" Multimedia Environmental Models ...

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applications. Citations are given to enable the reader to download these models from<br />

the internet site of the Canadian <strong>Environmental</strong> Modelling Centre at Trent University,<br />

namely http://www.trentu.ca/envmodel. Included are DOS and Windows Level I,<br />

Level II, and Level III models, the EQC (EQuilibrium Criterion) model, the Generic<br />

model, and ChemCAN, a Level III model that has data for regions of Canada but<br />

can be (and has been) adapted to other regions.<br />

The next group of models is used to explore how a chemical is migrating or<br />

exchanging across the interface between two media, given the concentrations or<br />

fugacity in both. No mass balance is necessarily sought—merely a knowledge of<br />

how fast, and by what mechanism, the chemical is migrating. Compartment volumes<br />

are not necessary, but they may be included for the purpose of calculating half-lives.<br />

An example is air-water exchange in which both concentrations are defined and the<br />

aim is to deduce in what direction and at what rate the chemical is moving. Often,<br />

it is not clear if a substance in a lake is experiencing net input or output as a result<br />

of exchange with the atmosphere. An important conclusion is that zero net flux does<br />

not necessarily correspond to equilibrium or equifugacity. We refer to these as<br />

intermedia exchange models.<br />

The simplest mass balance model is a one-compartment “box” that receives<br />

various defined inputs either as an emission term or as the product of a D value and<br />

a fugacity from an adjoining compartment. The various D values for output or loss<br />

processes are then calculated. The steady-state fugacity at which inputs and outputs<br />

are equal is then deduced. An unsteady-state version of the model can also be devised.<br />

Examples are a “box” of soil to which sludge or pesticide is applied, a one-compartment<br />

fish with input of chemical from respired water and food, and a mass<br />

balance for the water in a lake.<br />

The complexity can be increased by adding more connected compartments. The<br />

QWASI (Quantitative Water, Air, Sediment Interaction) model includes mass balances<br />

in two compartments (water and sediment), the concentration in air being<br />

defined. A river, harbour, or estuary can be treated as a series of connected Eulerian<br />

QWASI boxes or using Lagrangian (follow a parcel of water as it flows) coordinates.<br />

A sewage treatment plant (STP) model is described in which the compartments are<br />

the three principal vessels in the activated sludge process. This illustrates that the<br />

modeling concepts can also be applied to engineered systems. Indeed, such systems<br />

are often easier to model, because they are well defined in terms of volumes, flows,<br />

and other operating conditions such as temperature.<br />

This multicompartment approach can be applied to chemical fate in organisms<br />

ranging from plants to humans and whales. These are physiologically based pharmacokinetic<br />

(PBPK) models.<br />

Fairly complex models containing multiple compartments can be assembled,<br />

an example being the POPCYCLING–BALTIC model of chemical fate in the<br />

Baltic region. The ultimate model is one of chemical fate in the entire global<br />

environment, GloboPOP. These models are available from a website at the University<br />

of Toronto, to which a link is provided from the Trent University address<br />

given earlier.<br />

Where possible, references are given to published studies in which the models<br />

have been applied. These reports give more detail than is possible here.<br />

©2001 CRC Press LLC

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