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)
554
3.5 EffectofOverlandPropagationandMulti‐path
Signal
Experimental navigation using our training ship
Kaigi‐Maru in July 2012 could be collected some
electric field intensity data including overland
propagation.12‐13 % of propagation path are on
land, which are about 6 n.m. against 50 n.m. which
are
allof propagationpath.Inthecase of300KHz
band,ifallofpropagationpathisland,itisestimated
that electric field intensity of50 n.m. path decreases
about 10 dB (Nishitani 1980).Because decreasing
electric field intensity regarding obtained data by
experimental navigation is approximately 1 dB,
normalsailingontrafficrouteisnoproblem.
Itwas compared with datafor mooring atFukae
pierofKobeportandsailingonKobeairportoff,soit
was observed that electric field intensity decreased
about 2 dB and data fluctuation is slightly large on
mooring at Fukae shown in
Fig. 12(a), (b).It is
considered that 2 dB decreasing of electric field
intensityare to be 5 n.m. distance longer than Kobe
AirportofffromEsakistationwhichwasusedstation
ofDGPSandratioofoverlandpropagationare59%,
thatincludes80 %urbanarea.Butdata
fluctuation
atFukaeisalittlelessthan3dBbecausethereisno
large construction near Fukae pier.Nearby
Kanmon‐Kyo, electric field intensity of Diffraction
lossgeneratedarea44‐6dBμV/mshowninsection3.1
andTable2.Consequently,iftherearesomeeffects
of multi‐path signal,
then electric field intensity
becomestobelessthan40dBμV/m,sothatbiterror
occurs and data of DGPS will have a trouble to
receivebyoccurringbiterror.Thereisapossibility
to be large effect of multipath by gantry crane at
containeryardexceptaneffect
ofbigbridge. Inthe
caseofinsideport,therearesomeproblemwhenpier
docking and undocking.However, investigating
minutely of effect of multi‐path by calculation for
intensity ratio of direct and reflection signal is
physicallyimpossible.Inthecaseofexistingmulti‐
path, it is considered that receiving
signal level is
more than 1 Hz frequency, so we need to review
methods for data collectionandanalyzing,and then
theyarefuturetasks.
Figure 12(a) Sample of Including Much Overland
Propagation
Figure12(b)SampleofNormalSailing
4 CONCLUSION
Weleadedtothepropagationcharacteristicarounda
center of the bridge to apply simplified reflection
wave.The result almost corresponds to measuring
data of electric field intensity.To utilize this
simulationresultsandsomeeffectsofdiffractionloss
by bridge pier becomes to be able to examine
receiving
condition of DGPS station.When DGPS
user cannot utilize the DGPS station which is close
andhassufficientsignalstrength, or when to obtain
position is insufficiency from the beginning, it is
confirmedthattoenterontheextendedlineofbridge
pier is that bit error may occur and
there is a
possibility that it cannot fix accurate position.
Furthermore we measured electric field intensity at
everyeachdistancefromDGPSstationtoresearchan
effectofoverlandpropagation.
Finally, as stated above, there is some possibility
that DGPS correction signal have been occurred bit
errorcausedbydecreasingelectric
fieldintensityand
level fluctuation by multi‐path, etc. nearby large
construction such as big bridge including overland
propagation, so there are some case that normal
DGPS position accuracy cannot obtain.Hereafter,
high accuracy position fix on pier docking and
undockingisessentialtoexecutesafetyandefficiently
navigation for
navigator using DGPS.
Consequently, we have toclarify these phenomenon
and consider countermeasures.In this paper, it is
suggestedthattherearenotonlyeffectofbigbridge
butalsoeffectoflargeconstructionnearpier,andwe
show necessity to investigate minutely an effect of
multi‐path.
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