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CalCOFI Reports, Vol. 11, 1967 - California Cooperative Oceanic ...

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REPORTS VOLUME XI, 1 JULY 1963 TO 30 JUNE 1966 139the median values are included with the high valuesgroup.The greatest number of scales that have accumulatedin these sediments are those of the Pacific hake.A median number of 19 scales was found per centimeter;the total number encountered was 1430. Thescales of the northern anchovy ape next in abundance.The median number per centimeter was 7 and thetotal number was 605. The least abundant scales inthese sediments are those of the Pacific sardine. Thisspecies has a median value of 1 scale per centimeterand a total number of 160.An interesting aspect of the scale data is the sequentialpattern accumulation. Inspection of Figure 2shows that there are regions within the compositecore where the abundance level of scale accumulationis consistently above or below the median value.This imparts a step aspect to the cumulative curves.In the case of the Pacific sardine steps in the cumulativecurve indicating a marked increase in the levelof abundance are present at 0-5 em, 22-23 em, 37-40em, and 49-50 em. The latter step is by far the mostpronounced. A number of steps are present in thecumulative curve of the northern anchovy notablyat 7-10 em, 2-28 em, and 60-64 em. The cumulativecurve of the hake also shows a number of steps. It isinstructive to note that the steps in the cumulativecurve for each species do not necessarily occur atthe same depths in the core. This suggests the steps inthe abundance levels are probably not a reflection ofchanges in the rate of sedimentation.The frequency curve representation in Figure 2provides a convenient basis for an objective analysisof the sequential pattern of scale accumulation. Millerand Kahn (1964) suggest the runs test of Wallis andRoberts (1956) may be applied to test for non-randomtendencies in geologic time series such as this. In arandom pattern the probability that a data point willbe above the median value is one half; the probabilityof a data point being below the median value issimilarly one half. This leads to the expectation thatthe number of consecutive data points (runs) aboveand below the median will be n/2 + 1 where n is thetotal number of data points. The departure from randomnessof a series can be tested by the standardnormal deviate of Wallis and Roberts. Applying thisprocedure to the scale data one finds the number ofruns in the case of the Pacific hake is 32, in the caseof the northern anchovy 36, and for the Pacific sardine27. The expected number of runs is 40. The associatedprobabilities, that is, the probabilities of random serieshaving an equal or greater number of runs are: thePacific hake 0.26, the northern anchovy 0.22, and thePacific sardine 0.005.This analysis of the scale data implies that the scaleabundances of the Pacific sardine are aggregated atcertain levels of the core, Such a pattern of aggregationsuggests changes in the abundance of the sourceof these scales. That is, over the last 1000 years thescales of the Pacific sardine found in these sedimentsseem to reflect periodic changes in the abundance ofthe Pacific sardine. Although similar abundancechanges at specific levels in the core can be noted inthe case of the northern anchovy and the Pacifichake, the runs analysis suggests that in the case ofthese two species there is not a marked tendencytowards aggregation in time.In summary, it may be inferred that relative to thePacific sardine there has existed for the past 1000years a more constant supply of northern anchovyand Pacific hake scales to these sediments.This paper represents one of the results conductedunder the Marine Life Research Program, theScripps Institution of Oceanography’s part of the<strong>California</strong> Cooperatire <strong>Oceanic</strong> Fisheries Investigations,which are sponsored by the Marine ResearchCommittee of the State of <strong>California</strong>. Acknowledgmentis also made to Professor John D. Isaacs forthe stimulation of this study.REFERENCESDavid, L. R. 1947. Significance of fish remains in recent depositsof southern <strong>California</strong>. Bull. Am. Assoc. Pet. Geol.31 :367-370.Emery, K. 0. 1960. The sea off southern <strong>California</strong>. JohnTViley and Sons, Inc., Xew York, 366 p.Emery, K. 0. and E. E. Bray. 1962. Radiocarbon dating of <strong>California</strong>Basin sediments. Bull. Am. Assoc. Pet. Geol. 46 :1839-1856.Miller, R. L. and S. K. Kahn. 1962. Statistical analysis in thegeological sciences. John Wiles arid Sons, Inc., New York,477 p.

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