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Optimum Sample Size to Detect Perturbation Effects: The ...

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Power analysis for sample size estimations 7<br />

Fig. 3. Power curves for ANOVA design for rocky shores east habitat with a. 10 % (n = 130) and b. 25 %<br />

(n = 21) of variability (dispersion coefficient). Dotted line represents the minimum acceptable power of 0.80.<br />

Thus, an incorrect sampling program <strong>to</strong> assess a potential impact could have negative<br />

consequences on the marine natural systems, especially when the null hypothesis (e.g.,<br />

non-perturbation) was not rejected and simultaneously a posteriori statistical power<br />

was not determined, which finally determines the quality of our conclusions. However,<br />

in those cases when the null hypothesis was not rejected with low power, it is strongly<br />

recommended <strong>to</strong> use the precautionary principle as an important decision-making <strong>to</strong>ol<br />

for improving management polices.

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