Page 689 - The Toxicology of Fishes
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Fish Toxicity Studies                                                       669


                       and rapid onset of effects. A flat slope, however, reflects small increases in response with large increases
                       in concentration. A large margin of safety is predicted for chemicals with a flat slope. With the slope,
                       it is possible to extrapolate the response to a low concentration (e.g., LC , LC ). It is important to report
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                       the slope along with the confidence limits.  This is especially relevant when comparing chemicals.
                       Chemicals may have identical LC  values but different slopes and thus different toxicological charac-
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                       teristics. Conversely, parallel concentration–response curves may indicate similar mechanism of uptake,
                       mechanism of toxicity, and kinetics. The LC  or slope alone cannot indicate with certainty a mechanism
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                       of action, but with pharmacokinetic and biochemical studies it may be possible to determine a mechanism.
                        The LC  is statistically derived and is not a biological constant. The numeric value of the LC  has
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                       been used to classify and compare the toxicity of different chemicals. Although the LC  under a defined
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                       set of environmental conditions can provide useful information, the numeric value is not necessarily
                       equivalent to acute toxicity in the field. Lethality is only one endpoint in defining acute toxicity. Defining
                       acute toxicity based only on the numeric value of the LC  is not appropriate; however, it is widely used
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                       in the early phases of most risk assessment.
                       Toxicity Curves
                       Because mortality (or survival) data are collected for each exposure concentration in a toxicity test at
                       various exposure durations (24, 48, 72, or 96 hours), data can be plotted in other ways; for example,
                       the cumulative percentage mortality (probit transformed) vs. logarithm of time can be plotted for each
                       exposure concentration in a test (Figure 15.4A). The straight line of best fit is then drawn through the
                       points. These are time–mortality lines. The LT  (median lethal survival time) can be estimated for each
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                       concentration.  The median survival times (LT ) and confidence limits can then be plotted against
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                       chemical concentrations to yield toxicity curves. An alternative to these methods is to plot percentage
                       mortality (probit transformed) against chemical concentration (log transformed) for each observation
                       period (24, 48, 72, or 96 hours). Instead of a series of survival–time–mortality curves, the curves are
                       for concentration–mortality (Figure 15.4B). For each observation time, the median lethal concentration
                       (or LC ) can be determined. This numeric value is the concentration producing mortality in 50% of the
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                       test organisms within the specified time period. The resulting toxicity curve of LC  against observation
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                       time differs only in that confidence limits are expressed in terms of concentration rather than time.
                        Toxicity curves describe relationships between concentration and survival time in test organisms. For
                       any chemical, there may be a low concentration that will not cause mortality of 50% of test organisms.
                       The curve will become asymptotic to the time axis. The concentration at which this occurs is the threshold
                       median lethal concentration or incipient lethal level. The incipient LC  is the concentration at which
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                       50% of the test population can live for an indefinite time, or the lethal concentration for 50% of test
                       organisms in long-term exposure. Furthermore, even at very high chemical concentrations, death may
                       not be immediate and may take time to occur. The curve will be asymptotic to the concentration axis.
                       Between the two asymptotes, the curve will show a decrease in survival time as concentration increases.
                       The most important characteristic of a toxicity curve is that it indicates the threshold median lethal
                       concentration. Toxicity tests should be conducted until a lethal threshold is determined. Results of acute
                       tests must be carefully interpreted unless toxicity curves and thresholds are obtained. It should be noted
                       that many acute toxicity tests are not continued long enough; therefore, acute toxicity tests for slow-
                       acting chemicals may underestimate toxicity.



                       Criteria and Approaches

                       Fish toxicity tests are used to evaluate the concentrations of a chemical and duration of exposure required
                       to produce the criterion effects. Most toxicity tests use protocols with standardized methodologies with
                       designs that are based on concentration–response relationships and the basic toxicology principles
                       discussed earlier. The criteria used to determine the suitability of a standard test include the following:
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