1993
DOI: 10.4319/lo.1993.38.3.0665
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Effects of hydrostatic pressure on metabolic rates of six species of deep‐sea gelatinous zooplankton

Abstract: This study addresses the effect of hydrostatic pressure on the metabolic rates of six species of deep‐living (∼500–1,500‐m typical depths) gelatinous zooplankton (three chaetognaths, two hydromedusans, and one polychaete). Metabolic rates were measured at 5°C and the hydrostatic pressure equivalent to that at either 0‐(0.101 MPa) or 1,000‐m depth (10.1 MPa). O2 consumption rate vs. wet weight relationships at the two pressures were compared by ANCOVA for each species separately. Five of the species studied (th… Show more

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Cited by 37 publications
(22 citation statements)
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“…Clearly, this is an area in need of further investigation. Our results showing that the respiration rates of megacalanid copepods are relatively unaffected by hydrostatic pressure agrees with the established paradigm that respiration rates of midwater animals show little, if any, change in metabolic rates when measured within, or somewhat outside, the range of pressures experienced in their natural environment (Childress & Thuesen 1993).…”
Section: Oxygen Consumption Ratessupporting
confidence: 78%
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“…Clearly, this is an area in need of further investigation. Our results showing that the respiration rates of megacalanid copepods are relatively unaffected by hydrostatic pressure agrees with the established paradigm that respiration rates of midwater animals show little, if any, change in metabolic rates when measured within, or somewhat outside, the range of pressures experienced in their natural environment (Childress & Thuesen 1993).…”
Section: Oxygen Consumption Ratessupporting
confidence: 78%
“…However, the metabolic rates of chaetognaths and medusae are independent of depth of occurrence (Thuesen & Childress 1993. Do the metabolic rates of copepods decline with increasing depth of occurrence?…”
Section: Comparisons With Other Pelagic Organismsmentioning
confidence: 99%
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“…To describe a generic case of larval dispersal processes, we use B 0 = 3.17, which describes the population mean PLD as a default case (35), and B 0 = 10.0 for a longer PLD case (twice the mean). We assumed that metabolic rates of vent animals are relatively insensitive to hydrostatic pressure (45).…”
Section: Methodsmentioning
confidence: 99%
“…Los modelos teóricos de talla óptima formulados por Sebens (1982;1987), basados en experimentación con anémonas, predicen un decrecimiento del tamaño de los invertebrados marinos con la profundidad, debido a la disminución de alimento hacia zonas profundas del océano (Sanders & Hessler, 1969;Parsons, Takahashi, & Hargrave, 1977;Hoey, Degraer, & Vincx, 2004). Contrario a dichos modelos, otros autores (Peters, 1983;Mahaut, Sibuet, & Shirayama, 1995;Rex & Etter, 1998;Rex, Etter, Clain, & Hill, 1999, Berkenbusch, Probert, & Nodder, 2011 sugieren que la menor disponibilidad de alimento con la profundidad, pueden favorecer tamaños grandes, ya que organismos de mayor talla son metabólicamen-te más eficientes por unidad de masa (Childress & Thuesen, 1993;Olabarria & Thurson, 2003;Rex et al, 2006).…”
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