A Method for Predicting Significant Wave Height of Ocean Waves Based on Multiple Sine Function Decomposition Neural Networks
A sine function and effective wave height technology, applied in the field of wave parameter calculation, can solve the problem of no effective wave height prediction of ocean waves, and achieve the effect of avoiding economic loss and strong fitting degree.
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Embodiment 1
[0079] The method for predicting the effective wave of the waves based on multi-sine-based function decomposition neural network predicts the average effective wave high prediction:
[0080] (1) This example is an example of effective wave high data in the North China Sea Bay region of the Era-InterIum Dataset of European Center for Medium-RangeWeather Forecast, which is 6 hours. The spatial resolution is 0.125 ° × 0.125 °, with the average effective wave high data between 1979 and 2016 as learning data; 2017 and 2018 months average effective wave high data for verification data, for decomposition The sinusoidal function is selected from 10, and the mean square error of the final forecast results, the average absolute error and the root mean square error Figure 4 Indicated (in Figure 4 Middle: (a) average error, (b) average absolute error, (c) 均 root error), where: Figure 4 Point M in (a) 1 And point M 2 The minimum (0.0022) and maximum value (0.0675), respectively (0.0675), respe...
Embodiment 2
[0083] The seasonal effective wave high prediction is performed using the present invention based on multi-sine-based function decomposition neural networks.
[0084](1) This example is an example of effective wave high data in the North China Sea Bay region of the Era-InterIum Dataset of European Center for Medium-RangeWeather Forecast, which is 6 hours. The spatial resolution is 0.125 ° × 0.125 ° in 1979 to 2018 season average data for learning data, 2017 and 2018, two-year-average effective wave high data for verification data, for decomposition sine functions The number is selected from 10, and the mean square error of the final prediction result is, the average absolute error and the root mean square error are Image 6 Indicated (in Image 6 Middle: (a) average error, (b) average absolute error, (c) 均 root error), where: Image 6 Point M in (a) 3 And point M 4 The minimum (0.0013) and maximum value (0.0500), respectively (0.0500), respectively, and their latitude and longitude c...
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