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Remote effects of tropical cyclones on heavy rainfall over the Korean peninsula – statistical and composite analysis Cover

Remote effects of tropical cyclones on heavy rainfall over the Korean peninsula – statistical and composite analysis

By:  and    
Open Access
|Dec 2012

Figures & Tables

Fig. 1. 

(a) Frequency of HR over the Korean peninsula that occurred with the tropical cyclones (TCs) in each grid box. When multiple TCs are present, only the nearest TC is considered. (b) Geographical distribution of typhoon passage frequency for 1981–2009.

Fig. 2. 

Mean annual amount of rainfall occurring with TCs (solid line) as a function of: (a) distance (every 100 km); and (b) direction (every 5°) of TC from the median station (36° 15′N, 127° 44′E) in South Korea for 1981–2009. Its accumulation with the distance or the direction is represented by the line of open circles. Dotted line is for the mean annual amount excluding the rainfall cases with TCs inside of the critical radius, which is defined in the text.

Fig. 3. 

(a) Six-hour precipitation amount averaged over South Korea and over the events with TCs passing through 2.5°×2.5° grid; and (b) the percentage of TCs that were accompanied with HR over the Korean peninsula, among the whole TCs that were located within each grid for 29 yr (1981–2009). In (b), events of direct TC effect are excluded using the concept of critical radius of TC (explanation is given in the text), and the box region (20–30°N, 107.5–132.5°E) is the area of remote TC for composite analysis.

Fig. 4. 

Locations and tracks of remote TCs at T− 0 for: (a) landfalling TCs over China (LT cases, closed circles); and (b) TCs over the ocean (OT cases, open circles). The box region (20–30°N, 107.5–132.5°E) is the area of remote TC for composite analysis. The line types indicate cyclone grade: tropical storm and typhoon (solid line), TD (dashed line) and extratropical cyclone (dotted line). A schematic of the critical radius in this study is included in (b). The critical radius is calculated as the sum of: (1) the longest radius of (30 knots) winds provided by RSMC; (2) the maximum distance from the radius to the rain fields induced by the TC itself; and (3) the 6-houlry moving distance of TCs.

Table 1. Heavy rainfall events considered for the present composite analysis

TC (Number ID) Initiation (UTC) P (hPa) D (km) 6 h rainfall Max. station 24 h rainfall Max. station LT – 27 cases ELLEN (8309) 00 UTC 9 September 965 1806 64.5 Seongsanpo 118.5 Seongsanpo WYNNE (8402) 12 UTC 25 June 985 2441 58.1 Yeongju 143.1 Geoje JUNE (8412)a 18 UTC 30 August 985 1792 71.5 Jeongeup 174.5 Ganghwa TESS (8516) 06 UTC 6 September 980 2219 77.0 Incheon 84.6 Gumi PEGGY (8607) 00 UTC 11 July 975 1925 118.1 Boryeong 130.5 Boryeong NONAME (8609) 00 UTC 21 July 996 2434 46.8 Gumi 51.0 Gumi WARREN (8806) 12 UTC 19 July 980 1989 90.7 Hongcheon 284.5 Jecheon SARAH (8919) 00 UTC 14 September 1004 1208 60.6 Boryeong 181.1 Boryeong NATHAN (9004) 12 UTC 18 June 994 2450 171.0 Ganghwa 197.0 Ganghwa OFELIA (9005)a 18 UTC 23 June 985 1382 86.6 Seoul 161.0 Hongcheon YANCY (9012) 00 UTC 20 August 980 1077 60.5 Seogwipo 162.1 Sancheong DOT (9017) 18 UTC 8 September 992 1816 79.8 Icheon 158.0 Chungju AMY (9107) 18 UTC 19 July 985 1950 74.0 Jecheon 138.0 Jecheon KORYN (9302) 18 UTC 27 June 975 2149 45.5 Jeongeup 134.0 Jeongeup SALLY (9616) 18 UTC 8 September 940 2080 46.0 Suncheon 51.5 Suncheon VICTOR (9712) 00 UTC 3 August 992 1915 73.6 Yeongwol 390.0 Ganghwa TODD (9806) 06 UTC 20 September 1002 685 80.7 Seogwipo 142.3 Seogwipo WENDY (9914)a 00 UTC 5 September 1006 1392 63.4 Tongyeong 121.2 Ulleungdo CHANCHU (0010)a 18 UTC 23 August 996 1547 82.0 Boryeong 135.0 Boryeong KAMMURI (0212) 12 UTC 5 August 992 1887 149.0 Inje 241.5 Inje BILIS (0604) 00 UTC 15 July 990 1699 131.0 Gangneung 293.0 Hongcheon KAEMI (0605) 12 UTC 25 July 990 1563 62.0 Imsil 164.0 Uiseong PABUK (0706)a 18 UTC 11 August 994 1459 90.5 Heuksando 135.0 Jangheung KROSA (0715) 06 UTC 07 October 985 1145 71.5 Namhae 94.5 Busan KALMAEGI (0807)a 18 UTC 18 July 996 1305 150.0 Cheongju 197.0 Cheongju FUNG-WONG (0808) 00 UTC 30 July 996 1416 67.5 Chuncheon 67.5 Chuncheon NURI (0812) 06 UTC 22 August 980 1823 74.5 Haenam 94.0 Sokcho OT – 19 cases AGNES (8118)a 18 UTC 28 August 975 1474 105.5 Seongsanpo 171.0 Seongsanpo MAC (8604) 18 UTC 28 May 1000 1061 51.7 Seogwipo 67.1 Namhae VERNON (8706) 00 UTC 21 July 985 1654 150.5 Icheon 436.0 Buyeo DINAH (8712) 12 UTC 27 August 920 1863 89.5 Jecheon 104.3 Jeonju SARAH (8919) 06 UTC 8 September 975 1357 100.0 Jeju 122.5 Jeju JANIS (9210) 00 UTC 7 August 940 1255 112.8 Seoul 170.5 Hongcheon STEVE (9308) 12 UTC 12 August 1004 1412 82.0 Muan 121.3 Wando RYAN (9514) 18 UTC 22 September 955 972 43.9 Jeju 114.5 Sokcho YANNI (9809)a 18 UTC 28 September 980 1150 115.0 Muan 223.3 Seogwipo NARI (0116) 00 UTC 9 September 980 1027 58.5 Yeongcheon 273.5 Yeongdeok NARI (0116) 18 UTC 13 September 975 871 79.0 Gwangju 97.0 Gwangju NOGURI (0204) 12 UTC 10 June 985 785 57.5 Namwon 57.5 Namwon KUJIRA (0302) 18 UTC 24 April 996 1082 43.0 Daejeon 130.0 Ulleungdo LINFA (0304) 12 UTC 29 May 985 1309 97.5 Jindo 177.0 Jeju ETAU (0310) 12 UTC 6 August 955 1591 156.5 Cheorwon 197.0 Cheorwon CHOI-WAN (0315) 18 UTC 17 September 1000 1967 82.5 Ganghwa 211.0 Ganghwa EWINIAR (0603)a 06 UTC 8 July 950 1213 42.5 Tongyeong 165.0 Masan SHANSHAN (0613) 12 UTC 15 September 925 1182 50.5 Seongsanpo 52.0 Seongsanpo NARI (0711)a 00 UTC 14 September 960 1050 75.5 Jeju 188.5 Goheung

[i] Notes: The name of remote TCs with international ID number, HR initiation date and time (UTC), the central pressure of remote TCs (P), the distance between remote TC and 6-hourly maximum rainfall station (D), 6- and 24-hourly maximum rainfall amount (mm) and maximum observational stations. The superscript alphabet (a) refers to HR events in which TCs pass through or close to the Korean peninsula since T + 24.

Fig. 5. 

Histogram of: (a) the monthly frequency; (b) minimum surface pressure; and (c) intensity category of remote TCs which are related to HR over the Korean peninsula. (d) Station-averaged precipitation for each time since T− 0 over the Korean peninsula. In each diagram, whole HR cases is represented by white bars, landfalling TC cases (LT) by grey bars, and oceanic TC cases (OT) by black bars. In (d), EL and EO are the same as LT and OT, respectively, except that TCs which approach the Korean peninsula are excluded. Intensity categories TD, TS, STS, and TY indicate tropical depression, tropical storm, severe tropical storm, and typhoon, respectively.

Fig. 6. 

Composite maps for T− 0 for 69 HR cases (left panels) and 103 NR cases (right panels): (a, c) wind fields (wind barb), geopotential height (every 30 m, solid lines) at 850 hPa, and CIMFC (every 0.1×10−4 from 0 g kg−1 s−1, shaded); and (b, d) wind vectors at 850 hPa, isotachs for 200 hPa (every five from 35 m s−1, dashed) and 850 hPa (every 2.5 from 10 m s−1, solid lines), and vertical pressure velocity at 500 hPa (every −0.05 from −0.05 Pa s−1, shaded).

Fig. 7. 

Composite map of sea level pressure (every 2 hPa, solid lines), wind fields at 1000 hPa (wind barb), column-integrated MFC (every 0.1×10−4 from 0 g kg−1 s−1, shaded) for LT composite (left panels) and OT composite (right panels) at: (a, e) T− 24; (b, f) T− 0; (c, g) T + 24; and (d, h) T + 48. TC symbols indicate TC locations.

Fig. 8. 

Composite of geopotential height (every 15 m, solid), equivalent potential temperature (every 4 K, shaded), and horizontal divergence (every 2×10−6 s−1 from −2×10−6 s−1 to −10×10−6 s−1, dashed) at 850 hPa for LT (left panels) and OT (right panels) at: (a, e) T− 48; (b, f) T− 24; (c, g) T− 0; and (d, h) T + 24.

Fig. 9. 

Composite of wind vectors at 850 hPa, isotachs for 200 hPa (every five from 35 m s−1, dashed lines), 850 hPa (every 2.5 from 10 m s−1, solid lines) and vertical pressure velocity at 500 hPa (every −0.05 from −0.05 Pa s−1, shaded) for LT (left panels) and OT (right panels) at: (a, e) T− 48; (b, f) T− 24; (c, g) T− 0; and (d, h) T + 24.

Fig. 10. 

Vertical cross sections of equivalent potential temperature (every 5 K, shaded), vertical pressure velocity (every −0.05 from −0.05 Pa s−1, dashed lines), the total wind speed (every five from 30 m s−1, solid lines), and horizontal flow in the plane of the cross section (arrows in m s−1) at T− 0 for: (a) LT composite; and (b) OT composite. Each cross-section orientation is marked in Fig. 9c, g, respectively. Triangles indicate the location of the southern coast line of the Korean peninsula.

Fig. 11. 

Time series of the equivalent potential temperature difference between 500 and 850 hPa (θediff = θe500–θe850, solid lines) and CIMFC (dashed lines) for LT (open circle) and OT (blackened circle). These values are the average over grids in the box shown in Fig. 9a.

Fig. 12. 

Composite of sea level pressure (every 2 hPa, solid lines), 1000–500 hPa thickness (every 30 m, dashed lines), and divergence of Q-vector (every 0.1×10−12 Pa m−2 s−1, shaded) at 700 hPa for LT (left panels) and OT (right panels) at: (a, c) T− 0; and (b, d) T + 24.

Fig. 13. 

Composite of geopotential height (every 20 m, solid), equivalent potential temperature (every 5 K, dashed), and Petterssen frontogenesis (every 0.05 K [100 km]−1 [3 h]−1, shaded] at 925 hPa for LT (left panels) and OT (right panels) at: (a, c) T− 0; and (c, d) T + 24.

Fig. 14. 

Conceptual models of synoptic-scale environment associated with HR over the Korean peninsula occurring with remote TCs for LT (left panels) and OT (right panels) at: (a, d) T− 24; (b, e) T− 0; and (c, f) T + 24. The symbols indicate smoothed 850 hPa geopotential height (black line), LLJ (blue arrow), ULJ (green arrow), low-level convergence and high-CIMFC (red area), and synoptic-scale trough (dashed line).

Language: English
Page range: 14983 - 14983
Submitted on: Apr 15, 2011
Accepted on: Nov 13, 2011
Published on: Dec 1, 2012
Published by: Stockholm University Press
In partnership with: Paradigm Publishing Services

© 2012 Kun-Young Byun, Tae-Young Lee, published by Stockholm University Press
This work is licensed under the Creative Commons Attribution 4.0 License.