CPC F03D 13/25 (2016.05) [F03D 17/00 (2016.05); G01S 13/9064 (2019.05); G01S 13/956 (2013.01); H01Q 1/34 (2013.01); H01Q 13/20 (2013.01); B63B 2035/446 (2013.01); F05B 2240/95 (2013.01); F05B 2270/30 (2013.01)] | 13 Claims |
1. A wind turbine which is configured to be disposed in or above a sea floor, the wind turbine comprising:
a tower configured to protrude from a sea level and having a transmitter configured to transmit an electromagnetic wave to be reflected on the sea level and a receiver configured to receive the reflected electromagnetic wave, wherein at least one of the transmitter and the receiver includes a leaky feeder; and
a processing unit being in communication with the receiver and configured to analyse the reflected electromagnetic wave such that a wave characteristic of the sea level is determined,
wherein the processing unit is configured to use the Bragg's law 2d·cos θ=n·λ in determining the wave characteristic, wherein
d is a distance between two wave peaks of the sea level,
θ is a scattering angle of the reflected electromagnetic wave with respect to a horizontal (H),
λ is a wavelength of the electromagnetic wave, and
n is a positive integer.
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7. A method of determining a wave characteristic of a sea level, the method comprising the following steps:
providing a tower of a wind turbine, which protrudes from a sea level, with a transmitter configured to transmit an electromagnetic wave to be reflected on the sea level and a receiver configured to receive the reflected electromagnetic wave, wherein at least one of the transmitter and the receiver comprises a leaky feeder;
analysing the reflected electromagnetic wave; and
determining a wave characteristic of the sea level based on the analysed, reflected electromagnetic wave,
wherein the wave characteristic is determined by use of the Bragg's law 2d·cos θ=n·λ in determining the wave characteristic, wherein
d is a distance between two wave peaks of the sea level,
θ is a scattering angle of the reflected electromagnetic wave with respect to a horizontal (H),
λ is a wavelength of the electromagnetic wave, and
n is a positive integer.
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