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Abstract: A 10-year (2003–2012) hindcast was conducted to study the wave field in the Zhe-Min coastal area (Key Area OE-W2) located off Zhejiang and Fujian provinces of China. Forced by the wind field from a weather research and forecasting model (WRF), high-resolution wave modelling using the SWAN was carried out in the study area. The simulated wave fields show a good agreement with observations. Using the simulation results, we conducted statistical analysis of wave power density in terms of spatial distribution and temporal variation. The effective duration of wave energy in the sea area was discussed, and the stability of wave energy was evaluated using the coefficient of variation of wave power density. Results indicate that the wave energy resource in the study area was about 4.11×106 kW. The distribution of wave energy tends to increase from the north (off Zhejiang coast) to the south (off Fujian coast), and from near-shore area to the open sea. The sea areas with wave power density greater than 2 kW/m are mostly distributed seaward of the 10-m isobath, and the contours of the wave power density are almost parallel to the shoreline. The sea areas around the islands that are far from the mainland are rich in wave energy, usually more than 6 kW/m, and therefore are of obvious advantages in planning wave energy development and utilization. The effective duration of wave energy in the offshore area shows an increasing trend from north (off Zhejiang coast) to south (off Fujian coast), with values of ~3 500 h in the north and ~4 450 h in the south. The coefficient of variation of wave energy in this region is mostly in the range of 1.5–3.0, and gradually decreases from the north to the south, suggesting that the wave energy in the south is more stable than that in the north.
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Key words:
- SWAN model /
- wave energy /
- wave power density /
- effective duration /
- Zhe-Min coastal area
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Figure 1. Schematic of three-nested grids (a) and wave observation stations in each key area with in OE-W2 (b). Blue polygons named as OE-W1, OE-W2, OE-W3 and OE-W4 are four areas divided by the national project, here only Region OE-W2 is studied; five red rectangles named D5−D9 denote the boundaries of small child grids in the wave model; W1−W13 indicate the gauge stations.
Table 1. Statistical results of annual average wave power density in each area
Key area Spatial mean value$/({\rm{kW}} \cdot {{\rm{m}}^{ - 1} })$ Maximum$/({\rm{kW}} \cdot {{\rm{m}}^{ - 1} })$ $ {P_{\text{W}}} $≥2 ${\rm{kW}}/{\rm{m}}$ ratio/% $ {P_{\text{W}}} $≥4 ${\rm{kW} }/{\rm{m} }$ ratio/% $ {P_{\text{W}}} $≥6 ${\rm{kW} }/{\rm{m} }$ ratio/% D5 5.3 8.9 87.0 71.0 47.0 D6 5.7 10.2 83.7 70.3 54.0 D7 6.6 10.4 93.8 82.8 65.2 D8 6.2 9.5 89.4 78.8 61.5 D9 7.0 10.1 87.0 79.7 70.3 Table 2. Statistical results of annual average effective duration in each area
Key area Spatial mean
value/hMaximum/h ≥1 500 h
ratio/%≥3 000 h
ratio/%≥5 000 h
ratio/%D5 3 518.1 4 784.7 90.0 76.8 0.0 D6 3 705.2 5 009.3 87.1 75.9 0.2 D7 4 286.2 5 135.7 95.6 90.1 13.1 D8 4 324.8 5 277.7 95.2 87.0 34.9 D9 4 450.5 5 350.3 89.0 85.8 65.2 Table 3. Statistics of monthly averaged reserve of wave energy in each key area (104 kW)
Key area Jan. Feb. Mar. Apr. May Jun. Jul. Aug. Sept. Oct. Nov. Dec. D5 68 61 52 43 41 76 138 212 145 103 68 77 D6 58 54 44 37 34 62 118 139 109 85 59 63 D7 62 56 45 35 32 51 92 102 93 85 65 67 D8 85 72 56 38 32 40 62 75 89 107 91 90 D9 153 126 102 64 50 60 68 86 115 185 169 163 Table 4. Statistics of annual average reserve of wave energy in each key area
Key area Annual average reserve of wave
energy/(104 kW)Length of wave crest
line/kmAverage wave power density along wave
crest line/(kW∙m–1)D5 91 174.2 5.2 D6 72 131.0 5.5 D7 66 124.8 5.3 D8 70 117.1 6.0 D9 112 157.7 7.1 OE-W2 411 704.8 5.8 -
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