Elsevier

Continental Shelf Research

Volume 212, 1 January 2021, 104269
Continental Shelf Research

Relationship between dimorphism and drift in the Portuguese man-of-war

https://doi.org/10.1016/j.csr.2020.104269Get rights and content

Highlights

  • Dimorphism (left- and right-handed forms) occurs in the Portuguese man-of-war.

  • More than 3,500 individuals were collected along the Basque coast in August 2010.

  • Our model results suggest that most of these individuals were right-handed.

Abstract

One interesting feature of the Portuguese man-of-war (Physalia physalis) is its dimorphism, with the existence of two distinct forms (left- and right-handed individuals). The worldwide distribution of this dimorphic wind-propelled siphonophore is a much discussed but poorly understood phenomenon. Here we investigate the most likely region of origin and routes of more than 3,500 individuals of this species that were collected along the Basque coast (southeastern Bay of Biscay) in August 2010. We also test the hypothesis that most of these individuals were right-handed. To do this, we used the Sediment, Oil spill and Fish Tracking model (SOFT). From our model results, we can conclude that the region of origin of these individuals was probably located in the northern part of the North Atlantic Subtropical Gyre. The findings also suggest that our hypothesis is very likely to be correct.

Introduction

The Portuguese man-of-war (Physalia physalis) is a colonial organism that lives in warm tropical and subtropical waters (Totton and Mackie, 1960; Bardi and Marques, 2007; Mapstone, 2014; Ferrer et al., 2015; Munro et al., 2019). One interesting feature of the Portuguese man-of-war is the existence of two distinct forms (i.e., dimorphism). These two forms are mirror images of one another but otherwise identical. The dimorphism in the Portuguese man-of-war has been discussed by several researchers (e.g., Totton and Mackie, 1956, 1960; Woodcock, 1956, 1971, 1997; Bieri, 1959; Shannon and Chapman, 1983). Their observations reveal that under the influence of the wind one form (left-handed) moves to the right of the downwind direction, while the other (right-handed) to the left (see Fig. 1). Several years later, Iosilevskii and Weihs (2009) observed that the Portuguese man-of-war sailed with its float aligned with the wind direction in strong winds.

In 2010, the Atlantic and Mediterranean coasts of the Iberian Peninsula and the Canary Islands experienced their largest recorded number of Portuguese man-of-war. In August 2010, beach cleaning services collected more than 3,500 individuals along the Basque coast (southeastern Bay of Biscay). Unfortunately, there is no information on whether these individuals were left- or right-handed. Prieto et al. (2015) concluded that the meteorological and oceanographic conditions were very favourable for the occurrence of the 2010 swarm event along the Mediterranean coast. This conclusion agrees with the results obtained by Ferrer and Pastor (2017) for the Basque coast. Ferrer et al. (2015) suggested the use of a simple model based only on wind information to estimate the drift of the Portuguese man-of-war. This model was applied by Ferrer and Pastor (2017) to investigate the most likely region of origin as well as the routes of the Portuguese man-of-war that were collected along the Basque coast in August 2010 (hereafter referred to as the 2010 PMW, for simplicity). These authors concluded that the region of origin was located in the North Atlantic Subtropical Gyre (NASG, see Fig. 2(a)). In their numerical simulations, they did not consider the dimorphism in the Portuguese man-of-war.

Although many studies have been done on the Portuguese man-of-war, little information is available on issues such as its life cycle (including growth and reproduction rates, and lifespan), behaviour, ecology and dimorphism. Here we repeat the numerical simulations carried out by Ferrer and Pastor (2017) but considering the dimorphism in the Portuguese man-of-war (i.e., left- and right-handed individuals). Using a Lagrangian particle tracking model, we test the hypothesis that most of the 2010 PMW were right-handed. The results obtained from this study will improve our understanding of the distribution of this colonial organism in the North Atlantic Ocean.

Section snippets

Methods

The region of origin and routes of the 2010 PMW were estimated using the Sediment, Oil spill and Fish Tracking model (SOFT). This Lagrangian particle tracking model includes a new version of the equation used by Ferrer and Pastor (2017), in which the drift of a Portuguese man-of-war can be estimated by:UD=CD·UW,θ=CD·UW,θ+CD·VW,θwhere UD = (UD,VD) is the drift velocity vector, CD is the wind drag coefficient and UW,θ = (UW,θ,VW,θ) is the wind velocity vector at 10 m height rotated a drift angle θ

Results

In total, 62 trajectories of virtual Portuguese man-of-war were obtained in each simulation, starting near the Basque coast. The trajectories obtained with SOFT using a wind drag coefficient of 0.045 and drift angles of +45° and +22.5° for right-handed (left-sailing) individuals are shown in Fig. 3, while those obtained using drift angles of −22.5° and −45° for left-handed (right-sailing) individuals are displayed in Fig. 4. The end points of these trajectories are shown in Fig. 5, Fig. 6. The

Discussion

Several studies have demonstrated the complexity of surface ocean currents (e.g., Ursell, 1950; Longuet-Higgins, 1953, 1960; Hasselmann, 1970; Pollard, 1970; Huang, 1979; Wu, 1983; Jenkins, 1989; Perrie et al., 2003; Tang et al., 2007; Sotillo et al., 2008; Song, 2009; Abascal et al., 2009, 2012; Ferrer et al., 2015). The main conclusion of these studies is that the effects of winds and waves on these currents are significant and can substantially change the nature of the Ekman layer (Ekman,

Conclusions

In August 2010, beach cleaning services collected more than 3,500 Portuguese man-of-war along the Basque coast (southeastern Bay of Biscay). Using the Sediment, Oil spill and Fish Tracking model (SOFT), we investigated the most likely region of origin and routes of these individuals. In our numerical simulations, we considered the dimorphism in the Portuguese man-of-war. From our model results, we can conclude that the region of origin of these individuals was probably located in the northern

CRediT authorship contribution statement

Luis Ferrer: Conceptualization, Methodology, Software, Formal analysis, Investigation, Writing - original draft, Writing - review & editing, Visualization, Supervision. Manuel González: Methodology, Software, Formal analysis, Resources, Data curation, Writing - review & editing.

Declaration of competing interest

The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this paper.

Acknowledgements

We thank MeteoGalicia for sharing its data and Nagore Zaldua-Mendizabal for providing photographic material. This research was partially supported by the European Union's INTERREG Atlantic Area Programme (MyCoast project, grant agreement no. EAPA_285/2016). This paper is contribution no. 1000 from AZTI, Marine Research, Basque Research and Technology Alliance (BRTA).

References (36)

  • K. Hasselmann

    Wave-driven inertial oscillations

    Geophys. Fluid Dynam.

    (1970)
  • N.E. Huang

    On surface drift currents in the ocean

    J. Fluid Mech.

    (1979)
  • G. Iosilevskii et al.

    Hydrodynamics of sailing of the Portuguese man-of-war Physalia physalis

    J. R. Soc. Interface

    (2009)
  • A.D. Jenkins

    The use of a wave prediction model for driving a near-surface current model

    Dtsch. Hydrogr. Z.

    (1989)
  • F.S. Kennedy

    Distribution and abundance of Physalia in Florida waters

    Nat. Resour., Mar. Res. Lab., Prof. Pap. Ser.

    (1972)
  • I. Laiz et al.

    Eastern boundary drainage of the North Atlantic subtropical gyre

    Ocean Dynam.

    (2012)
  • M.S. Longuet-Higgins

    Mass transport in water waves

    Phil. Trans. Roy. Soc. Lond.

    (1953)
  • M.S. Longuet-Higgins

    Mass transport in the boundary layer at a free oscillating surface

    J. Fluid Mech.

    (1960)
  • Cited by (0)

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