325
1 INTRODUCTION
Currently specialists are examining possibilities of
using objects on the shore or at sea to determine ship
position during emergency situations or in case of
interference in the functioning of satellite systems. To
that end using DGPS stations and AIS base stations is
being considered. In the authors’ opinion, wind farms
constructed at sea could also serve this purpose,
especially since more and more of such objects are
appearing on coastal areas and are detected by ship
radars at long distances. This research paper includes
the calculations of the probability of detecting a wind
farm via ship radar within the function of distance
from the antenna. Due to the limited size of the
publication only extreme cases are presented on the
graphs: favourable conditions sea state 3 (wind
speed 8m/s and wave height below 1m) and adverse
conditions sea state 7 (wind speed 15m/s and wave
height of up to 5 m). The sea states were examined
without precipitation and during low rainfall (with
the intensity of 4mm/h) and intense rainfall (20mm/h).
2 METHOD OF CALCULATING THE RANGE OF
RADAR DETECTION
To conduct the calculations the authors used the
computer programme CARPET (Computer- Aided
Radar Performance Evaluation Tool) [1], which was
developed by the TNO Physics and Electronics
Laboratory (TNO-FEL) in Holland. The programme is
an acknowledged tool for calculating the range of
various radars and used among other things in
designing and trials of marine traffic monitoring
systems. The equation of the range was programmed
as follows and allows analysing the impact of many
factors on the detection capabilities of radiolocation
devices, not only marine ones, thus the assumptions
and initial parameters have to be defined. The
equation looks as follows: [1]
( )
24
t
3
4
P
4
peak t r pc t
t t bs r atm
P GGG F
R LL LL
λσ
π
=
(1)
where:
peak
P
peak power (W),
tr
GG
antenna power gain in the transmitter and
receiver,
Radar Observation of Wind Farms in Various Weather
C
onditions
T. Stupak
Gdynia Maritime University, Gdynia, Poland
S. Świerczyński & M. Wąż
Polish Naval Academy, Gdynia, Poland
ABSTRACT: This article presents a calculation of condition detection wind farm by ship’s radar. The authors
used computer programme CARPET 2 for simulation different propagation condition. Wind farm echoes are
visible in significant distance and can be advantage to ship position mark.
http://www.transnav.eu
the
International Journal
on Marine Navigation
and Safety of Sea Transportation
Volume 14
Number 2
June 2020
DOI:
326
λ
transmit wavelength (m),
t
σ
radar cross-section (m2),
F
wave interference ratio,
t
R
– range,
t
L
transmitter/antenna path loss,
bs
L
radiation pattern main lobe distance,
r
L
receiver path loss,
atm
L
atmospheric attenuation (oxygen, rainfall,
water vapor).
3 RESEARCH CONDITIONS
The research method for this paper was a computer
simulation using the programme CARPET v2.0. The
purpose of the research was to assess the possibility of
detecting a wind farm in various hydro-
meteorological conditions at sea. To make the
calculations, the authors used the parameters of
Raytheon NSC34 radars (Table 1), which can be
deemed typical for the devices currently utilized in
the navy.
Table 1. Parameters of Raytheon NSC34 radar of X band and
S band[6]
_______________________________________________
Band X S
_______________________________________________
Horizontal width of characteristics [°] 1.0 1.5
Vertical width of characteristics [°] 23 23
Gain [db] 29 28
Polarization Horizontal Horizontal
Frequency [MHz] 9410 3050
Pulse length [µs] 0,8 0,8
Pulse frequency [Hz] 1000 1000
Bandwidth [MHz] 4 4
Peak power [kW] 25 30
_______________________________________________
During the research the authors used a wind farm
whose radar cross-section of a single wind farm
equals 300m², whereas the height of one turbine is
60m. Offshore structures with such a surface area and
height are well detected by ship radars. The big
height value of the wind generators’ turbines and
their metal structure render the radar cross-section
huge and thus, multiple indirect echoes and echoes
from side lobes can appear, but also shadow sectors
are generated. [5]
In the case of a radar operating in X band there is
100% likelihood of detecting a wind farm at a distance
of 5 Nm, however, the distance grows to 10 Nm for a
radar operating in S band. Within this range if we are
approaching a wind farm, we will obtain a better
image in S band than in X band. Nevertheless, at a
distance of less than 1 Nm from the antenna, the S
band radar will start registering a high volume of
noise resulting from signals received in the directions
of the side lobes. The image on the radar operating in
S band will be corrupt, with multiple jamming
signals. An antenna of a radar operating on longer
waves has worse characteristics out of necessity, as
the level of side lobes decreases with the increase of
the antenna’s dimensions calculated in relation to the
wavelength. At small distances from the wind farm
the radar operating in X band is more useful than the
S band radar due to its higher antenna parameters.
The assumed height of the antenna of the utilized
radar was 20m above sea level, which is compatible
with the height of the radar antenna installation on a
small ship. On larger ships the maximum observation
ranges will be bigger, but upon high sea states the
interference from the sea surface will be more intense.
During the research the authors used tables from
the CARPET 2.0 User Manual, in which the scale of
sea states and the Beaufort scale are presented. The
simulations were conducted for the following hydro-
meteorological conditions presented in table 2 and the
results are shown in the consecutive figures. For the
simulation the conditions presented in table 2 were
chosen. The values for each sea state are consistent
with the data of the programme. 80% of the time at
sea the sea state does not exceed 3, in storm
conditions the possibilities of radar detection are
limited, and that is why these sea states were chosen
for analysis. Rainfall decrease the echo signal, thus the
rainfall in the conducted analyses was taken into
consideration.
Table 2. Hydro-meteorological conditions for all the cases
under research
_______________________________________________
No. Wind Sea state
_______________________________________________
1 15w 3
2 29,14w 7
3 58,4w 8
_______________________________________________
The radar cross-section is defined as the surface of
the metal plate which gives the same level of radio-
location signal as in the case of a real object and is
introduced into the range equation as a point gain
parameter, thus it was assumed that it is a square and
its height is located at the point where diagonals
intersect. Because the radar cross-section of the
windfarm is large, it was assumed that it is the same
for both radar bands and equals 300 m2 and is located
at the height of 60 m above sea level.[2]
4 SIMULATION OF WIND FARM DETECTION
Figure 1. The course of object signal and noise for S band
In fig. 1 one can observe the course of radar signals
within the function of the distance from the antenna
for S band upon sea state 8. The course of the signal
reflected from the windfarms’ windmill, interference
reflected from the sea, rain and noise are shown. A
327
signal reflected from an object is bigger than a signal
reflected from waves of approximately 20dB and the
interference disappears at the distance of
approximately 4 NM. A signal reflected from rainfall
of low intensity (4mm/h) is over 40 dB smaller than
that of the echo, so it does not influence the possibility
of echo observation. The echo signal fluctuates at the
distance between 3 and 8 NM, disappears at the
distance of 9 NM, and appears above 10 NM, and
subsequently decreases quickly, because beyond the
radio horizon the signal is reflected by a smaller and
smaller fragment of the windmill, and for the radar
under research the distance to the radar horizon
equals approximately 10 NM.
Figure 2. The distribution of probability of detecting a band
S radar
In figure 2 the authors presented the function of
the probability of detecting wind farms in the same
conditions which are shown in figure 1. The course
emerges as a result of adding the above-mentioned
courses and it is easier to interpret. One can see that
the wind farm is clearly visible on the radar screen
from the smallest distances to 17 NM with one case of
disappearance (up to 50% probability, so in this case it
is visible at every second antenna revolution) at the
distance of 9 NM.
Figure 3. The distribution of probability of detecting a band
X radar
Figure 3 shows the probability of detection for
radar X band in good propagation conditions, with
sea state 3 and no rainfall. The signal fluctuates as
near as 3 NM from the antenna, but it does not pose
any problems up to 5 NM. Over the 5 NM distance
signal loss is detected caused by its interference with
the signal reflected by the sea surface. The echo signal
from the power plant appears and disappears from
the screen. The situation persists until the distance
reaches 20 NM. In this area, it is possible to set own
position based on the power plant echo, but it
requires lengthier radar observation. On the radar
working in band S the wind farm echo is visible
without disappearing, whereas in X band the loss of
echo complicates matters.
Figure 4. The probability of detecting X band radar
In figures 4 and 5 the probability of detecting the
power plant during observation of X band in adverse
weather conditions, i.e. the wave height is 5m, the
wind speed over 15m/s and moderate rainfall, is
shown. In figure 4 the probability is shown for a
lower sea state and without rainfall. Up to 2NM, the
power plant is visible (probability between 60 and
80%), and after that, the visibility improves, as the
interference from sea waves diminishes. Over 10 NM
large signal loss can be detected.
Figure 5. The probability of detecting band X radar
Fig. 5 shows the probability function of band X
detection for very adverse weather conditions (sea
328
state 8 and 4mm/h rainfall). High waves and low
rainfall nullify the possibility of observing the wind
farm. The probability for a distance below 1 NM is
over 60%. For distance from the antenna over 2,5 NM
the probability of detection fluctuates between 50 and
30% up to 8 NM, after which the wind farm’s echo
disappears and can only be seen for brief moments.
The maximum range of detecting the power plant in X
band is lower than in the S band by about 20%.
Table 3. Observations for S band and X band
_______________________________________________
Sea S band X band
state Max Losses Rainfall Max Losses Rainfall
range [mm/h] range [mm/h]
[NM] [NM]
_______________________________________________
3 17.1 8.0-9.0 no 13.7 3.0 1
fluctuation
3 17.2 8.0-9.0 4
7 17.1 8.0-8.5 1 12.9 2.0-5.0 1
(60%)
7 17.1 9.0-10.5 4 12.9 2.0-5.0 4
(40%)
7 17.1 9.0-10.5 20 10.2 2.0-5.0 20
(below 20%)
8 17.1 8.0-9.0 1 10.2 1.5-6.0 1
(60%-70%)
6.0-11.0
(do80%)
8 17.2 8.0-9.0 4 0.5 1.0-4.0 4
(50%)
5.0-10.0
(30%-50%)
8 17.2 8.0-9.0 20 0.3 Up to 1.5 20
(50%)
Further
(0%)
_______________________________________________
Based on the results presented in table 3 it must be
stated that in S band the radar observation of wind
farms is possible in all weather conditions and the
detection range is sufficient. In X band, however, the
muffling of the signal by rainfall is high and limits the
range of wind farm detection. Observation during
high sea state in X band is difficult but achievable.
However, if in such sea state rainfall also appears,
even slight, then the possibility of detection is limited
or even impossible. Results like these have been
recorded while research was conducted in the vicinity
of other wind farms. [3] [4].
Comparing the results obtained utilizing the
CARPET software with the wind farm observation
during cruises it must be stated that the farms are
easily visible in X band at distances over 20 NM. It is
probably the result of a simplified model of radar
cross-section for the wind farm. It must be stated that
wind farms are clearly visible from the sea and can be
used to reinforce the position of the ship. No
additional ship equipment is necessary for this
purpose.
5 CONCLUSION
Wind farms, due to their large size, are clearly visible
to the naked eye and to the radar from a significant
distance, but they can also cause a false echo to
appear on the screen and mask other objects and
navigational signage.
The Carpet 2 simulation software, which was
utilized for this research, enables the analysis of radar
signal detection from a significant distance, from
different objects and in different weather conditions.
Utilizing this software allows for a quick analysis of
the influence on the operation of the radar of
meteorological conditions and other parameters, such
as radar cross-section, the height of the antenna. The
Carpet 2 software can be successfully utilized as a
teaching method for naval radiolocation.
As a result of the simulations performed, it can be
stated that the distance from the radar and
meteorological conditions influence the probability of
detection of the wind farm. The wind farm, treated as
an area where wind turbines are situated, is visible on
the radar from a significant distance thanks to its size.
It is a non-moveable construction, clearly visible and
one that can function as navigational assistance.
The calculations made in this research show the
probability of detection of the wind farm by a ship
radar in diminishing weather conditions, here the
only way for safe cruising is the radar, and the
distance at which the wind farm is detectable can
have a significant influence over the performed
navigation.
The research was done for a radar working in the
bands X and S. Based on the analyzed scenarios, it is
clear that there is a significant difference in detection
of the wind farm between those two bands. For X
band the probability of detection of the farm below
the distance of 4NM is around 80%. In this range, the
possibility of detection of the wind farm is high
regardless of the weather conditions.
The larger the distance between the wind farm and
the radar the more fluctuations occur, meaning that
the image appears and disappears.
In the range between 4NM and 8NM the
possibility of detection falls below 50%, and in the
range of up to 20NM there are areas of high
probability of detection alongside areas where the
echo disappears.
For the radar working in S band usually only a few
occurrences of lack of detection of the wind farm
appear. Comparing the analyzed scenarios, it can be
observed that the lack of visibility of the wind farms
is the highest in mild meteorological conditions and
falls alongside the diminishing of the weather
conditions. The conclusion is that radars provide
better visibility and detection in diminishing weather
conditions.
The probability of detection for this band was
around 75 to 90% with the sea state at 8. In these
research conditions, the object is better detectable in S
band.
The great height of the wind generator turbines
and their metal construction make for a wide radar
cross-section, that is why the occurrence of indirect
multiple echoes is possible from side lobes as well as
generating shadow sectors.
In the case of the radar that works in the X band, a
large possibility of detecting a wind farm at the
329
distance of 5 NM exists, however, this distance is
prolonged to 10 NM for a radar working in S band. In
that range one would get a clearer image on the
approach to the wind farm using S band rather than X
band. However, if indirect distance is smaller than
1NM, the S band radar will register a high volume of
interference caused by the signals received on the side
lobes’ direction. The image on the radar working in S
band will be unclear, and interfering signals will be
plentiful. The antenna of the radar that works in a
longer wavelength by definition has worse
characteristics, as the level of side lobes diminishes
concurrently with the antenna's growth in size as
calculated in relation to the wavelength. At small
distances from the wind farm the radar working in X
band is more useful than S band radar due to the
antenna's higher parameters. The antenna of the radar
used is situated 20m above sea level.
REFERENCES
[1] Albert G. Huizing and Arne Theil. CARPET Version 2.0
(Computer Aided Radar Performance Evaluation Tool).
Manual Version 1.2. Developed at the TNO Physics and
Electronics Laboratory by Albert G. Huizing and Arne
Theil.
[2] David Rugger, Alan Pieramico, Terry Koontz. Appendix
M Report of the Effect on Radar Performance of the
Proposed Cape Wind Project and Advance Copy of
USCG Findings and Mitigation. USCG Order #HSCG24-
08-F-16A248 Cape Wind Radar Study. TSC Technology
Service Corporation, Trumbull 2010.
[3] L. S. Rashid, A.K. Brown. Impact Modelling of Wind
Farms on Marine Navigational Radar. MACS
Engineering Research Group School of Electrical &
Electronic Engineering University of Manchester,
UK,2010. From:http://www.supergen-
wind.org.uk/Phase1/docs/ Rashid,Brown-Supergen
Oxford2007.pdf
[4] Roy Baker. Wind Farm Effects on Marine Radar. Marine
& Risk Consultants Ltd. MARICO House, Bramshaw
Southampton SO43 7JB. From: www.marico.co.uk
[5] Tadeusz Stupak, Ryszard Wawruch. Problemy Instalacji
Farm Elektrowni Wiatrowych na Morzu. Opracowanie
dla Urzędu Morskiego w Gdyni, na prawach rękopisu,
2009.
[6] http://www.raytheon-radary.az.pl