Establishing growth formula from cuttlebone stripes

碩士 === 國立中山大學 === 海洋生物研究所 === 92 === Natural life history of cephalopods have been puzzling marine biologists for a long time. Fishery scientists also met with great difficulty in managing resources of squids as well as cuttlefishes. The lack of the accurate equation defining growth through time is...

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Bibliographic Details
Main Authors: Jiun-shiung Shiau, 蕭俊雄
Other Authors: Sun-chio Fong
Format: Others
Language:zh-TW
Published: 2004
Online Access:http://ndltd.ncl.edu.tw/handle/22421384043447436618
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Summary:碩士 === 國立中山大學 === 海洋生物研究所 === 92 === Natural life history of cephalopods have been puzzling marine biologists for a long time. Fishery scientists also met with great difficulty in managing resources of squids as well as cuttlefishes. The lack of the accurate equation defining growth through time is one of the major reasons. This was due mainly to no stable characteristic for age determinations. It was known that in anatomy, stripe layers of cuttlebone are similar in embryonic development as shells of the bivalve, which has been used for age determinations. This study suggested that by taking the stripe marks on the bottom surface of the cuttlebone as quasi-daily-aging characters, it is possible to define the trend of growth of cuttlefish by (either a von Bertalanffy or Gompertz) growth equation. A semi-automatic computer processing system was designed and organized to measure the stripe area lengths (SAL) and lengths of stripe margin (LSM) for all stripe marks upon individual cuttlebone (analogous to scale reading in fishery research for the same purpose) of (Sepia pharaonic Ehrenberg,1831). A total of 21 cuttlebones were measured and the data analyzed. It appeared that the growth of the cuttlefishes are still on the stage of acceleration, and is not suitable to be represented by the VBGF curve traditionally used. Using SAL= and LSM= '' as length indicators respectively, two Gompertz growth equations were respectively estimated as followed. = 30.00*exp[-3.73*exp(-0.012*t)] '' = 23.18*exp[-4.27*exp(-0.015*t)] Two functional linear regression formulas were also prepared as: = -1.2684 + 0.7729 * L '' = -0.7829 + 0.6297 * L The above formulas can be used for the transformation between SAL (or LAM) and body length. The well-known Rosa Lee’s phenomenon was not found either based on the character of SAL or LSM, implying that during the trend of growing, the mortality of Sepia pharaonic were not significantly different among different sizes of organisms. It was expected that with this breakthrough in technique and theory, additional knowledge on the populations biology of cuttlefish can be known in more detail.