• Title/Summary/Keyword: Razor clam population

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Genetic Variations of Intra- and between-razor Clam Solen corneus Population Identified by PCR Analysis

  • Yoon, Jong-Man
    • Development and Reproduction
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    • v.22 no.2
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    • pp.193-198
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    • 2018
  • The author undertook PCR-founded genetic platform to investigate the hierarchical dendrogram of Euclidean genetic distances of one razor clam population, particularly for Solen corneus, which was further associated with those of the other clam population, by engaging with the precisely designed oligonucleotide primer sets. Seven oligonucleotides primers were used producing a total of 639 counted bands in population A and 595 in population B, respectively, ranging in size of DNA fragments from larger than approximately 50 bp to less than 1,100 bp. Their primers generated 39 specific fragments (6.10%) in population A and 47 (7.90%) in population B, respectively Comparatively, individuals of one razor clam population were fairly related to that of the other clam population, as shown in the hierarchical dendrogram of Euclidean genetic distances. The analysis of genetic variation between razor clam populations could offer important statistics for fisheries and mariculture. Generally the results showed specific and/or conserved genetic loci between razor clam populations. Specific markers established by the author will be valuable for the genetic analysis, species protection and increase of razor clam individuals in coastal region of the Korean Peninsula.

Ultrastructural Study of Spermatogenesis and Reproductive Cycle of Male Razor Clam, Solen grandis on the West coast of Korea (한국 서해산 수컷 대맛조개, Solen grandis의 정자형성과정의 미세구조적 연구 및 생식주기)

  • Chung, Ee-Yung;Park, Gap-Man
    • Development and Reproduction
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    • v.2 no.1
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    • pp.101-109
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    • 1998
  • Spermatogenesis and reproductive cycle of the razor clam, solen grandis, were investigated monthly by histological and cytological observations. Samples were collected from natural intertidal population at Oshik-do, Kunsan, Korea, for one year, beginning from January to December, 1993. solen grandis is dioecious. Morphological structures of the spermatozoon of this species ar esimilar to those of other bivalve spermatozoa having a primitive type; i.e., a small head, a cap-shaped acrosome and a short mid-piece with four mitochondria surrounding axial filament. The head of spermatozoon is approximately 2 \mu m in length and sperm tail is about 20 \mu m long. The axoneme of tail flagellum consists of nine pairs of peripheral microtubules at the periphery and a pair of central microtubules at the center. Four spherical mitochondria form the paranucleus. Spawning occures once a year between early June and July, and the main spawning was observed in July when seawater temperature reaches above 20 \circ C. The reproductive cycle of male razor clam can be divieded into fivesuccessive stages; early active (December to january), late active (January to march), mature (March to early August), partially spawned (June to July), and spent/inactive stage (August to December).

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Growth and Production of Macrobenthic Fauna on a Macrotidal Flat, Inchon, Korea -I. Growth of the Razor Clam, Solen (Solen) strictus (Bivalvia, Solenidae) from Chokchon Tidal Flat- (인천연안 간석지산 주요 저서생물의 성장과 생물생산 -I. 척전지역 간석지에 서식하는 맛조개, Solen (Solen) strictus의 성장-)

  • HONG Jae-Sang;PARK Heung-Sik
    • Korean Journal of Fisheries and Aquatic Sciences
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    • v.27 no.5
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    • pp.549-559
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    • 1994
  • Razor clam, Solen (Solen) strictus, was collected between May 1989 and July 1990 on a macrotidal flat, Inchon, Korea. The population sampled at just above mean sea level had a mean density of 126 individuals/$m^2$. Age was determined for 872 specimens by counting annuli, a series of closely-spaced concentric growth lines. According to the fatness index spawning seemed to have occurred once per year in June, and the first recruits for the 1989 year cohort population were found in July. Solen (Solen) strictus on the Chokchon tidal flat reached a shell length of 6.2 cm in four years. Mean growth in shell length can be described by the von Bertalanffy function, which yielded estimates of growth parameters equivalent to $L_{\infty}=81.865\;mm$ shell length and K=0.320 per year: $$L_{t}=81.865(1-e^{-0.320(t+0.487)})$$$$W_{t}=7.173(1-e^{-0.320(t+0.487)})^3$$

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