Sonar survey
A Sonar survey was conducted in May 2022, when the meadow was thriving. A preliminary survey was conducted on the 9. Multiple survey lines were planned from offshore to shore. The reason for setting the survey line direction is that a homogeneous acoustic image can be obtained when there is no depth variation in the cross-track direction. However, due to the shallow water depth, it was not possible to get close to the meadow by ship, and few plants were observed in the deeper areas that could be surveyed. Therefore, a survey line was planned parallel to the shoreline, and a survey was conducted on the 10. For the analysis, data from only one survey line acquired on the 10, 2022, was used. We towed side scan sonar, MA-X View 600 (Klein a mind technology business Inc., USA) from the ship side. The sonar frequency is 600 kHz, and the beam angle is 0.23 degrees. Because the water depth was shallow, we decided to cable out a length of about 1 m, and the sonar was at 0.5m depth. We set the sonar range to 25 m. The sonar system was operated with GNSS antennae, Crescent A100 (Hemisphere GNSS Inc., USA), and navigation data was recorded into SDF files by SonarPro software v14.2 (Klein a mind technology business Inc., USA).
After the field survey, the recorded data was imported into mosaic software, CleanSweep3 (Oceanic Imaging Consultants Inc., USA) for detailed analysis.
Pinpointing the locations and heights of plant
SSS image is produced by the reflection intensity of the beam. Objects, which reflect the beam strongly, are drawn brighter, and acoustic shadows are created behind standing structures like a shadow that was drawn in photography because structures block the beam. Sargassum body has many gas-filled vesicles (Huruka 1971) and stands on the bottom of the water. The Sargassum body was expected to reflect the SSS beam strongly and was drawn brightly. Additionally, it was thought that acoustic shadows could form behind the plant. To validate this hypothesis, we surveyed the meadow with an uplifted camera (Hayashizaki submitted 2023) on 30 May 2022 and compared with the SSS image. In addition, we did SSS survey on 2 September 2022, when the meadow was declined. After validation, we tried to pinpoint the plants. SSS beam approach in order of 1) top of the plant, 2) bottom of the plant, and 3) ground behind the plant. The horizontal axis of the sonar image reveals a slant distance from the sonar to the target. We decided that the sonar-side end of the plant reflection is the top of the plant, and the boundary between the plant reflection and acoustic shadow is the plant bottom of the plant. The boundary between plant reflection and acoustic shadow was recorded as the location of the plant. Then, the locations are plotted on a map by QGIS software v3.31 (QGIS Development Team). Additionally, the bottom types at the plant’s location are classified by the SSS image.
In sonar surveys, there is a dead zone that cannot be surveyed due to the instrument's characteristics. For example, Hamana and Komatsu (2021) pointed out the existence of dead zones of MBES near the sea surface. MBES detects the depth measurement point from within a fan-shaped area extended downward. Therefore, an area outside the fan becomes a dead zone. On the other hand, SSS produces acoustic images from reflections arriving from all directions. Therefore, there are no dead zones for cross-track direction. On the other hand, a dead zone exists for track direction. In the case of most SSS, it is not possible to transmit and receive the beam at the same time, and a time gap exists between pings(Yet-Chung et al. 2010). In addition, since the survey is conducted while the ship is running, unmeasured areas are created when the ship moves forward while the sonar does not transmit its beam. Because the beam is diffusing during propagation, the closer the range, the smaller the footprint. Thus, the closer to the sonar, the larger the unmeasured area. The narrower the transmit interval or the slower the ship speed, the smaller the unmeasured area, and the transmit interval depends on the sonar range setting. MA-X View 600 transmits 23.8 pings per second when the range is set to 25m range. The distance traveled by the vessel from one ping to the next ping (d, m) is determined by the following equation.
$$\begin{array}{c}d=\frac{v}{f}\end{array}\left(1\right)$$
v is ship speed (m s− 1), and f is ping rate (ping s− 1). If the distance was sufficiently small relative to the plant width, the survey was considered to have been conducted without missing plants. After the survey, we compared the distance referring to ship speed which was recorded by GNSS, with the width of the Plant to evaluate the possibility of overlooking the Plants.
Next, we tried to measure canopy height. It is general to measure the length of acoustic shadow to estimate target height. However, in the case of surveying Sargassum meadow, there are problems with the method. On the other hand, the closer the distance from the sonar to the target, the longer the acoustic shadow and the longer the reflection length (Fig. 2a). The greater the distance from the sonar to the target, the longer the acoustic shadow and the shorter the reflection length (Fig. 2b). The acoustic shadow of the plants, which is located near the sonar, is too short to measure. In addition, some shadows overlap rocks or other plants, and it is difficult to measure accurately. In contrast, the plant reflection, which is located near the sonar, is long, and it is easy to measure the length. For a plant located less than 5 m from the sonar, we estimated the height from the reflection length, and for a plant located far away, over 5 m from the sonar, we estimated from acoustic shadow length.
To estimate canopy height by reflection length, we measured the distance from the sonar to shore, the water depth at the location of the sonar, and the distance from the sonar to the top and bottom of the plant. At first, we estimated the tilt of the bottom from the water depth at the ship and the horizontal distance from the ship to the shoreline. Next, we decided the location of the plant bottom from slant distance from sonar to plant bottom, water depth at the location of sonar, and tilt of the bottom. Finally, we estimated the canopy height from the horizontal distance from the sonar to the plant bottom and the slant distance from the sonar to the plant top.
To validate the height measurement result, a Single Beam Echo Sounder (SBES) survey was conducted (Hayashizaki & Okawa unpublished data) after the SSS survey. The survey was conducted by MX Acoustic Habitat Echosounder (BioSonics Inc., USA), and the data was collected by Visual Acquisition software v.6.4 (BioSonics Inc., USA). An underwater camera was also mounted next to the SBES to capture images of the seafloor. After the survey, measuring canopy height was performed by Visual Aquatic software v1.0.0.13146 (BioSonics Inc., USA).
Estimation of carbon weight of Sargassum meadow
We investigated the relationship between thallus length, width, and dry weight. We collected Sargassum muticum at Namiita Beach in Okirai Bay, which is located near Otsuchi Bay, on 5 May 2022. The lengths and widths were measured for every plant in the field. After being transported to our laboratory, which is located near Namiita Beach, the plants were dried at room temperature over 24 hours and weighed their dry weight. We obtained a formula to convert height to dry weight from the result.
Observations on the vessel and camera surveys confirmed that multiple plants were attached to one substrate. SSS resolution for track direction (Rt, m) is calculated by the following equation (Burghard 1976).
$$\begin{array}{c}{R}_{t}={R }\text{sin}\theta \#\left(2\right)\end{array}$$
R is the range from sonar to target (m), and θ is the beam angle for track direction. The beam angle of MA-X View600 for track direction is 0.23 degrees, and the resolution at 25m away is 0.1m. It was difficult to detect every individual plant, and it is considered that clustered plants were detected as one block by SSS. To simplify the theory, we assume all plants in a cluster were the same height. We estimated dry weight per one clustered plant (DWc, kg) by following the equation.
$$\begin{array}{c}DWc=DWs {\left(\frac{{W}_{Ref}}{{W}_{s}}\right)}^{2}\#\left(3\right)\end{array}$$
DWs is the dry weight per single plant (kg). WRef is the width of plant reflectance for track direction (m), and Ws is the width of a single plant (m). The average width of the plant collected at Namiita Beach was applied to Ws. Mengqiu et al. (2018) reported carbon ratio per dry weight of combined Sargassum fluitans and Sargassum natans is 27.16%. We estimated the carbon weight of clustered plants for every cluster of plants by the ratio.