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Egidijus Kasiulis<br />

Figure 2. Lognormal distribution of average annual wave heights in Klaipėda coast.<br />

which of these distributions provide best fitting, the<br />

BIC and AIC criterion values are calculated and listed<br />

in the same table.<br />

The best fit is obtained for lognormal probability<br />

distribution (Fig. 2). This is indicated by both – BIC<br />

and AIC criteria (-68.65 and -72.07 correspondently).<br />

For calculation of average annual wave heights<br />

in Klaipėda coast depending on probability and<br />

return period, it is preferable to use this distribution<br />

(Table 4).<br />

Wald-Wolfowitz test for maximum annual<br />

wave heights (Fig. 3) shows that observations are<br />

independent (there is no autocorrelation). Similarly as<br />

for average annual wave heights Kendall test shows<br />

existence of a trend. A gradually decreasing curve of<br />

maximum annual wave heights (Fig. 3) follows the<br />

ReseaRch foR RuRal Development 2012<br />

Figure 3. Maximum annual wave heights in Klaipėda coast.<br />

PROBABILITY DISTRIBUTIONS OF WAVE<br />

HEIGHTS IN THE LITHUANIAN COAST<br />

accordingly decreasing curve of average annual wave<br />

heights.<br />

HYFRAN software chi-square test results<br />

indicate that there is no applicable probability<br />

distribution for maximum annual wave heights in<br />

Klaipėda coast; null hypothesis (distribution of the<br />

sample fits the theoretical distribution) is rejected<br />

in all cases. Empirical moments test is applied in<br />

order to confirm these results. This test marks only<br />

one fitting probability distribution for maximum wave<br />

heights – lognormal (Fig. 4). In such case there is no<br />

need to use BIC and AIC criteria test additionally.<br />

For calculating maximum annual wave heights in<br />

Klaipėda coast depending on probability and return<br />

period lognormal probability distribution is used<br />

(Table 4).<br />

155

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