RF (x, y). Let AP (a, b) be the aerial position of the
radar image. Let the rainfall radar value observed at
AP (a, b) be PR (a, b). It is necessary to obtain the
latitude and longitude coordinates (a, b) of the radar
image in which the difference between RF (x, y) and
PR (a, b) becomes minimum for a given P (x, y). This
analysis is based on the given longitudinal coordi-
nates (x, y). The aerial position (a, b) of the radar im-
age at which the value of min (RF (x, y) - PR (a, b))
would be minimum is obtained and then a new learn-
ing model is newly created for different weather con-
ditions of wind direction, wind speed and temperature
and humidity.
It is necessary to find out the same zone of the
similar rainfall forecasts. In other words, it must be
resolved to find and determine the boundary point
where the minimum of the difference between RF (x,
y) and PR (a, b) is maintained spatially and tempo-
rally. It is a break-through research theme to further
discover that these boundary points are formed differ-
ently depending on the weather changes and the topo-
graphic form.
3 EXPERIMENTS
3.1 Experimental Environment
As we have mentioned in the previous section, in this
experiment, we used the input data used the weather
data in Busan region such as rainfall, windspeed, hu-
midity, wind direction and temperature daily during
July, August, September and October of 2017. To
compare and generate the result of the MLR model,
we pick all of the rainy days from each of those
month. All these data were calculated using method
shown in Section 2.
3.2 Experimental Results
As a result of both regression analysis and correlation
analysis, correlation index between rainfall radar im-
age and AWS image is 0.8 or more. However, it can
be seen that the correlation index changes as the rain-
fall layer image value moves away from the observa-
tion point. When the wind speed, humidity, and tem-
perature are included as a weight, the correlation in-
dex increases but the wind direction does not affect
the correlation coefficient. The most important prob-
lem is to make an optimal algorithm of best matching
a given ground AWS location with the corresponding
aerial rainfall radar image.
Figure 7: Multiple Linear Regression Model Result.
Figure. 7, compare the rainfall estimates using the
correlation-based MLR model with the actual rainfall
using the rainfall radar image value as the x value of
the function. Rainfall radar images are physically and
logically different from aerial rainfall locations as
aerial observations. It is important to develop a rain-
fall prediction model that can accurately calculate the
rainfall at a certain point because the rainfall radar
image is synthesized from radar images produced
from several radar observation devices. The rainfall
prediction model should be a non-deterministic func-
tion that finds the aerial location (a, b) of the radar
image with minimum difference between RF (x, y)
and PR (a, b). Rainfall forecasting model based on
rainfall radar image should be solved by development
of data analysis model considering surrounding ter-
rain in addition to wind velocity, wind direction, and
temperature and humidity. By having this experi-
mental result, we will be able to use it and focus on
increase the accuracy of our predictive model through
further research on analyzing the solution to fix the
radar and AWS location problem.
4 RELATED WORKS
In previous works, some researchers have tried to use
other method to estimate rainfalls. One of the method
is using data mining and deep learning method to pre-
dict the rainfall. The researcher of this method had
tried to combine radar data and AWS data with wind
speed and wind direction during the CNN training
process. However, a beneficial model was not found,
and the research end up using only AWS data. The
model was able to forecast rain in the next hour with
over 90% accuracy but does not provide the amount
of rainfalls data (Suryong, 2017). Another method is
through using road CCTV camera which achieved
over 87% of accuracy. However, the method requires