Station Number
|
32681 |
Prefecture
|
Akita
[
Local Portal
]
|
Location
|
秋田県由利本荘市鳥海町上笹子字川合
(YURIHONJO SHI, AKITA KEN)
|
Months of Observations
|
436 |
Number of Observations
|
318,179 |
Period of Observations
|
Period |
Name |
Lat. |
Long. |
Height |
Anemometer |
1983/09/14
--
2019/12/99 |
JINEGO |
39.103N
|
140.293E
|
200m
|
0.0m
|
|
Real-time Data
|
AMeRAS (AMeDAS Ranking Service) |
Past Heavy Rain Data
|
AMeDAS heavy rain |
Weather Disaster Reports
|
|
Typhoon History
|
|
Neighbor Stations
|
Number |
Name |
Distance |
Azimuth |
32731 |
UBAIDOYAMA (Akita) |
3.80km
|
106deg.
|
32691 |
YUZAWA (Akita) |
17.41km
|
57deg.
|
32960 |
YUZAWA (Akita) |
17.41km
|
57deg.
|
32626 |
YASHIMA (Akita) |
19.91km
|
317deg.
|
32950 |
YASHIMA (Akita) |
19.91km
|
317deg.
|
35066 |
SASUNABE (Yamagata) |
20.45km
|
207deg.
|
35071 |
SASUNABE (Yamagata) |
22.06km
|
201deg.
|
32581 |
HIGASHIYURI (Akita) |
22.43km
|
358deg.
|
35031 |
CHOKAISAN (Yamagata) |
22.51km
|
259deg.
|
35076 |
TAIHEIZAN (Yamagata) |
23.69km
|
160deg.
|
35116 |
KANEYAMA (Yamagata) |
25.21km
|
172deg.
|
35900 |
KANEYAMA (Yamagata) |
25.21km
|
172deg.
|
32771 |
YUNOTAI (Akita) |
25.81km
|
127deg.
|
32955 |
YUNOTAI (Akita) |
25.81km
|
127deg.
|
35061 |
KAMIKUSATSU (Yamagata) |
25.88km
|
242deg.
|
32586 |
HOROHAYAMA (Akita) |
29.49km
|
4deg.
|
35056 |
SAKATAOSAWA (Yamagata) |
29.78km
|
239deg.
|
|
Statistics for the Whole Period
Precipitation
0.0mm - 0.4mm |
![0.0mm - 0.4mm = 266,247](/icons/ybar.png)
[266,247 (83.68% / 83.83%)]
[266,247 / 317,612 (83.83)]
|
0.5mm - 1.4mm |
![0.5mm - 1.4mm = 33,607](/icons/ybar.png)
[33,607 (10.56% / 10.58%)]
[299,854 / 51,365 (94.41)]
|
1.5mm - 2.4mm |
![1.5mm - 2.4mm = 10,066](/icons/ybar.png)
[10,066 (3.16% / 3.17%)]
[309,920 / 17,758 (97.58)]
|
2.5mm - 3.4mm |
![2.5mm - 3.4mm = 3,732](/icons/ybar.png)
[3,732 (1.17% / 1.18%)]
[313,652 / 7,692 (98.75)]
|
3.5mm - 4.4mm |
![3.5mm - 4.4mm = 1,572](/icons/ybar.png)
[1,572 (0.49% / 0.49%)]
[315,224 / 3,960 (99.25)]
|
4.5mm - 5.4mm |
![4.5mm - 5.4mm = 831](/icons/ybar.png)
[831 (0.26% / 0.26%)]
[316,055 / 2,388 (99.51)]
|
5.5mm - 6.4mm |
![5.5mm - 6.4mm = 471](/icons/ybar.png)
[471 (0.15% / 0.15%)]
[316,526 / 1,557 (99.66)]
|
6.5mm - 7.4mm |
![6.5mm - 7.4mm = 298](/icons/ybar.png)
[298 (0.09% / 0.09%)]
[316,824 / 1,086 (99.75)]
|
7.5mm - 8.4mm |
![7.5mm - 8.4mm = 187](/icons/ybar.png)
[187 (0.06% / 0.06%)]
[317,011 / 788 (99.81)]
|
8.5mm - 9.4mm |
![8.5mm - 9.4mm = 122](/icons/ybar.png)
[122 (0.04% / 0.04%)]
[317,133 / 601 (99.85)]
|
9.5mm - 10.4mm |
![9.5mm - 10.4mm = 108](/icons/ybar.png)
[108 (0.03% / 0.03%)]
[317,241 / 479 (99.88)]
|
10.5mm - 11.4mm |
![10.5mm - 11.4mm = 72](/icons/ybar.png)
[72 (0.02% / 0.02%)]
[317,313 / 371 (99.91)]
|
11.5mm - 12.4mm |
![11.5mm - 12.4mm = 56](/icons/ybar.png)
[56 (0.02% / 0.02%)]
[317,369 / 299 (99.92)]
|
12.5mm - 13.4mm |
![12.5mm - 13.4mm = 42](/icons/ybar.png)
[42 (0.01% / 0.01%)]
[317,411 / 243 (99.94)]
|
13.5mm - 14.4mm |
![13.5mm - 14.4mm = 42](/icons/ybar.png)
[42 (0.01% / 0.01%)]
[317,453 / 201 (99.95)]
|
14.5mm - 15.4mm |
![14.5mm - 15.4mm = 26](/icons/ybar.png)
[26 (0.01% / 0.01%)]
[317,479 / 159 (99.96)]
|
15.5mm - 16.4mm |
![15.5mm - 16.4mm = 18](/icons/ybar.png)
[18 (0.01% / 0.01%)]
[317,497 / 133 (99.96)]
|
16.5mm - 17.4mm |
![16.5mm - 17.4mm = 22](/icons/ybar.png)
[22 (0.01% / 0.01%)]
[317,519 / 115 (99.97)]
|
17.5mm - 18.4mm |
![17.5mm - 18.4mm = 13](/icons/ybar.png)
[13 (0.00% / 0.00%)]
[317,532 / 93 (99.97)]
|
18.5mm - 19.4mm |
![18.5mm - 19.4mm = 8](/icons/ybar.png)
[8 (0.00% / 0.00%)]
[317,540 / 80 (99.98)]
|
19.5mm - 20.4mm |
![19.5mm - 20.4mm = 8](/icons/ybar.png)
[8 (0.00% / 0.00%)]
[317,548 / 72 (99.98)]
|
20.5mm - 21.4mm |
![20.5mm - 21.4mm = 11](/icons/ybar.png)
[11 (0.00% / 0.00%)]
[317,559 / 64 (99.98)]
|
21.5mm - 22.4mm |
![21.5mm - 22.4mm = 9](/icons/ybar.png)
[9 (0.00% / 0.00%)]
[317,568 / 53 (99.99)]
|
22.5mm - 23.4mm |
![22.5mm - 23.4mm = 5](/icons/ybar.png)
[5 (0.00% / 0.00%)]
[317,573 / 44 (99.99)]
|
23.5mm - 24.4mm |
![23.5mm - 24.4mm = 2](/icons/ybar.png)
[2 (0.00% / 0.00%)]
[317,575 / 39 (99.99)]
|
24.5mm - 25.4mm |
![24.5mm - 25.4mm = 3](/icons/ybar.png)
[3 (0.00% / 0.00%)]
[317,578 / 37 (99.99)]
|
25.5mm - 26.4mm |
![25.5mm - 26.4mm = 5](/icons/ybar.png)
[5 (0.00% / 0.00%)]
[317,583 / 34 (99.99)]
|
26.5mm - 27.4mm |
![26.5mm - 27.4mm = 3](/icons/ybar.png)
[3 (0.00% / 0.00%)]
[317,586 / 29 (99.99)]
|
27.5mm - 28.4mm |
![27.5mm - 28.4mm = 6](/icons/ybar.png)
[6 (0.00% / 0.00%)]
[317,592 / 26 (99.99)]
|
28.5mm - 29.4mm |
![28.5mm - 29.4mm = 4](/icons/ybar.png)
[4 (0.00% / 0.00%)]
[317,596 / 20 (99.99)]
|
29.5mm - 30.4mm |
![29.5mm - 30.4mm = 2](/icons/ybar.png)
[2 (0.00% / 0.00%)]
[317,598 / 16 (100.00)]
|
31.5mm - 32.4mm |
![31.5mm - 32.4mm = 1](/icons/ybar.png)
[1 (0.00% / 0.00%)]
[317,599 / 14 (100.00)]
|
32.5mm - 33.4mm |
![32.5mm - 33.4mm = 3](/icons/ybar.png)
[3 (0.00% / 0.00%)]
[317,602 / 13 (100.00)]
|
33.5mm - 34.4mm |
![33.5mm - 34.4mm = 1](/icons/ybar.png)
[1 (0.00% / 0.00%)]
[317,603 / 10 (100.00)]
|
34.5mm - 35.4mm |
![34.5mm - 35.4mm = 1](/icons/ybar.png)
[1 (0.00% / 0.00%)]
[317,604 / 9 (100.00)]
|
37.5mm - 38.4mm |
![37.5mm - 38.4mm = 1](/icons/ybar.png)
[1 (0.00% / 0.00%)]
[317,605 / 8 (100.00)]
|
38.5mm - 39.4mm |
![38.5mm - 39.4mm = 2](/icons/ybar.png)
[2 (0.00% / 0.00%)]
[317,607 / 7 (100.00)]
|
40.5mm - 41.4mm |
![40.5mm - 41.4mm = 1](/icons/ybar.png)
[1 (0.00% / 0.00%)]
[317,608 / 5 (100.00)]
|
44.5mm - 45.4mm |
![44.5mm - 45.4mm = 3](/icons/ybar.png)
[3 (0.00% / 0.00%)]
[317,611 / 4 (100.00)]
|
64.5mm - 65.4mm |
![64.5mm - 65.4mm = 1](/icons/ybar.png)
[1 (0.00% / 0.00%)]
[317,612 / 1 (100.00)]
|
Missing observations
(567 / 0.18%)
|