e-20110051 revised 14.08

Upload: ritaban-guha

Post on 07-Apr-2018

219 views

Category:

Documents


0 download

TRANSCRIPT

  • 8/3/2019 E-20110051 revised 14.08

    1/22

    Title: Seasonal status of Tropical Cyclone Frequency (TCF) and Sea Surface Temperature

    Anomalies (SSTA) over the Bay of Bengal (BOB)

    Authors: 1. R. Guha

    2. R. Bhattacharya

    Institution: Department of Environmental Science, University of Kalyani,

    Kalyani741235, West Bengal, India

    Corresponding Author: R. Guha

    Department of EnvironmentalScience

    University of Kalyani

    Kalyani741235

    Email :[email protected]

    mailto:[email protected]:[email protected]:[email protected]:[email protected]
  • 8/3/2019 E-20110051 revised 14.08

    2/22

    1

    Abstract:

    Frequencies of tropical cyclonic storms are studied seasonally from 119 years data over the

    Bay of Bengal (BOB). Three major classes of these bay-storms (excluding those occur over

    land and Arabian Sea) are explored viz. Cyclonic Depression (CD; 17Wind Speed

  • 8/3/2019 E-20110051 revised 14.08

    3/22

    2

    1. Introduction

    Tropical Cyclones (TCs) are undoubtedly one of the most devastative weather phenomena

    around the world (Gray, 1988). Their potential of destruction certainly carries the

    importance to study their spatial and temporal variability (Emanuel, 1987; Cyclone

    Mannual, IMD, 2003; Emanuel, 2005). Recent studies reveal that TC frequency (TCF) over

    northern hemisphere has registered a decrement of 33% accompanied by 40% decrease in

    global number of storm days (Webster et al, 2005; Maue, 2010). However, in the global

    platform of TCF analysis Northern Indian Ocean (NIO) is often deprived from detailed

    study for its relatively less contribution to global TC number (Chan, 2006; Klotzbach,

    2006; Maue, 2010; Klotzbach, 2010). But some studies made in the last decade bring about

    some remarkable climatological features of the TC status over this active cyclonic basin.

    About 80% of the TCs over NIO (Latitude: 5 N to 20 N, Longitude: 55 E to 90 E) occur

    in the Bay of Bengal (BOB) (Singh et al, 2001; Niyas et al, 2009). A typical MAPVIEW

    (5 5) of the annual TCF over NIO for the period of 1891-2007 is given in Fig.1. The

    grids with TCF > 300 are highlighted and they all belong to BOB. Fluctuation in TC

    occurrences over NIO is thus mainly dependent on the TCF over BOB since TCs over

    Arabian Sea (AS) are less prone to alteration. BOB and AS, together project a negative

    trend of -0.8 per year (Singh et al, 2000). But monthly TCF profiles revealed positive

    trends for May and November with a value of 0.67 per years for the later. These two

    months are abundant with intense TC formations over BOB and this increasing trend is

    observed to be doubled in the period of 1877 to 1999 (Singh et al, 2000; Singh et al, 2001).

    On the contrary, a drastic decrease in TCF has been observed in monsoon months (June-

  • 8/3/2019 E-20110051 revised 14.08

    4/22

    3

    July-August-September) after 1980. The subsiding trend for annual TCF is attributed for

    this radical monsoonal decrement (Mandke and Bhide, 2003). This TCF reduction in

    monsoon is also found to be associated with an inverse behavior in Sea surface

    Temperature (SST) over BOB. A positive shift is also found in SST anomalies (SSTA) over

    the bay after the same crucial year and similar changes are also observed for pre-monsoon

    and post-monsoon (Mandke and Bhide, 2003; Bhattacharya et al, 2011). The relationship of

    co-variability between TCF and SST over BOB is an important concern to emphasize

    because SST is one of the major criteria for TC genesis (Gray, 1988, Chu, 2002). Average

    SST over BOB and AS is higher than any other active cyclonic basin in northern

    hemisphere and projects an increasing trend as revealed from satellite data since 1970

    (Webster et al, 2005). Available global SST consensus accounts for 0.5 degree rise and

    subsequently suggests probable modifications of present climate and inevitably the

    climatology of severe weather events (Sellers et al, 1998; Pielke et al, 2005). Again

    monsoon circulations also exert a powerful interplay in modulating the TCF status over

    BOB. Delay or advancement in the progression of monsoon decides seasonal TCF status

    over this bay (Rajeevan et al, 2000; Bhanu Kumar et al, 2010). Thus seasonal studies on

    the modulation of enhanced SST environment on TCF over the bay is essential (Kumar and

    Sankar, 2010). In this context decreased TCF along with rising SST together provide an

    interesting issue to study their variability. In the present study seasonal TCF status over

    BOB is detailed in terms of trend identification and strength classification. Synchronization

    of simultaneous variations in TCF and SST is explored in the observed SST environment.

  • 8/3/2019 E-20110051 revised 14.08

    5/22

    4

    2. Data and Methodology

    TCF data has been obtained from Cyclone e-Atlas (Version 1.0) outputs and Best-track

    data archive, IMD for the period 1891-2009. Three seasons viz. pre-monsoon (March-April-

    May: MAM), monsoon (June-July-August-September: JJAS) and post-monsoon (October-

    November-December: OND) are considered for the study. Here winter season has been

    ignored since it is less productive in terms of TC genesis over NIO (Niyas et al, 2009). The

    statistical analysis has been carried out using MATLAB (Version 7.0.4) and MINITAB

    (Version 16.0). Re-curvature probability of the TCs is generated by Cyclone e-Atlas

    software itself. SSTA time-series data has been obtained from NCEP re-analysis database

    for the period 1951-2010 for nullified trend at 1000 hPa pressure level. The SSTA values

    are analyzed for the basin grid between latitude 6N to 20N and longitude 81E to 96E.

    Forty point locations are selected to study the change in SSTA for each pentad segment (Pi,

    where i=1 to 12) of the study period taken into consideration. This dataset is particularly

    useful for climatological studies and available from 1948 to present. The geographical

    positions of the locations (GP) chosen are given in table 1.

    3. Results

    a. Seasonal trend estimation

    TCF time series data set is statistically analyzed and parameters shown in table 2. It is

    evident that the values of co-efficient of variation are comparatively higher for MAM

    whereas for other parameters it shows least values. Thus it suggests high dispersion in TCF

    during pre-monsoon. More than 50% of the annual numbers of storms occur during the

  • 8/3/2019 E-20110051 revised 14.08

    6/22

    5

    monsoon months according to values of f. These monsoon-storms usually belong to

    depression category, relatively weak and embedded inside the monsoon system.

    Figure 2 shows seasonal TCF variation utilizing a Box-Whiskers plot. Identification of the

    median at 95 % confidence level allows the distribution pattern to emerge out. Interestingly

    dispersive pattern is only reflected during MAM and OND with less extent for the latter

    and outlier occurrences (marked by asterisk *) are observed during JJAS. Figure 3 shows

    the fifth year moving averages of annual TCF according to their strength classification for

    the concerned three seasons (a, b and c) and annual (d) period. The frequency of weak

    storms i.e. Cyclonic Depressions (CD; 17Wind Speed

  • 8/3/2019 E-20110051 revised 14.08

    7/22

    6

    b. Variation of SSTA and storm track recurvature

    Variation of SSTA is studied over 40 locations given in table 1 for the period 1951-2010 on

    every fifth year mean. A positive shift has been identified after 1980 in the SSTA values for

    all three seasons for each location. This shift is more profound in case of OND and more

    prominent in case of JJAS. Paired t test has been performed for each consecutive pentad

    pair and the difference between the means of each pentad is investigated. Six out of eleven

    cases (54.54%) are found to be significant for MAM and OND. In eight cases (72.72%),

    mean of the presiding pentad are found to be less than just latter pentad (P imean< Pi+1mean) at

    0.05 significance level with 90% confidence. To avoid congestion of data, varying pattern

    of cumulative SSTA (CSSTA= ) along the study period is shown (Fig. 5)

    instead of SSTA for individual locations. The probability of recurvature of these storms

    over BOB is also evaluated 1951 onwards up to 2005 (P1 to P11). P12 could not be

    included due to unavailability of finalized 2010 TC tracks. Probability of first, second and

    third kind (PFK, PSK and PTK) values are shown in Fig. 6 for each pentad of a particular

    season. These indices represent the tendencies (%) of a depression (D) system or CS to

    intensify into higher category storms viz. SCS. It is evident that intensification tendency is

    more during pre-monsoon and least during monsoon months. Positive trend is observed for

    PFK (0.875) and PTK (1.54) during OND. The higher probability of recurvature during

    pre-monsoon goes along with the idea of change of curvature which is often decided by the

    onset of monsoon. However no apparent co-relation is found between the CSSTA and

    recurvature probability of TCs.

  • 8/3/2019 E-20110051 revised 14.08

    8/22

    7

    4. Discussions

    Basin-respective variability is the main feature of trend identification for TCF. Different

    basins have native diving forces for intensifying these tropical storms (Benstad, 2009). NIO

    has its unique parameters governing the variability of TCF over BOB (Klotzbach, 2010).

    In this study seasonal status of TC activity has been analyzed along with strength

    classification based on wind speed. Seasonal periodicity of TCF is often not portrayed due

    to flattening of the accumulation in TC number and in most of the studies TCF of peak

    activity months are emphasized. Present approach reflects decreasing trend in total number

    of TCs occurring over the basin. In spite of this decrement SCS frequency show positive

    trend and this increment is evident in the TCF during post-monsoon months (OND) also.

    Pre-monsoon (MAM) months TCF are found to be attributed with more characteristic

    features comparatively than monsoon and post-monsoon seasons viz. high co-efficient of

    variation and higher probability of recurvature.

    Variation of TCFA over the period of 1951-2005 reveals a transition period of TCFA from

    positive to negative phase. Monsoon months show prominent decrease in this very period

    but fluctuation resides in case of other two seasons. This period renders the initiation phase

    of decremented TCF at P6 (1976-1980) to P7 (1981-1985) as shown in Fig. 4. This decade

    (two pentads) are also found to be influential in case of CSSTA as well but with inverse

    effects. This kind of SSTA variation is also reported over western north Pacific Ocean with

    different transition period on annual basis (GuangHua, 2009). Since monsoon TCs are less

    intense and are of depression category their intensification is more or less invisible from the

  • 8/3/2019 E-20110051 revised 14.08

    9/22

    8

    recurvature point of view. It can be acquainted that the association of enhanced SSTA is

    more pronounced on the weaker storms or depression events. The initiation conditions are

    inhibited by existing environment over BOB but the intensification conditions are favored

    so that the number of intense storms is increasing. Although NIO is a data-sparse region,

    extensive study has been carried out on the TCF variation by both monthly and seasonal

    scale to reveal the pattern for occurrences of storms over this region. Several earlier studies

    established this kind of SST modulation by Intra-seasonal oscillations (ISOs) over NIO

    (Singh, 2008; Sugi et al, 2009). SST has always been considered as one of the most

    important parameter to decide the fate of the TCs occurring over active cyclonic basins

    around the world (Gray, 1988; Mehta, 1998). These types of modulations are also

    interlinked with TCF by altering the location of monsoon trough. Present study mirrors the

    impeding effect on relatively weak storms over the bay. More detailed study on the

    influential parameters can uncover the potency to explicate the actual governing criteria for

    the variations of these storms. At the verge of climate-change and global warming, the issue

    of predictability of the tropical storms in terms of abundance and strength are crucial

    (Sellers et al, 1998; Pielke et al, 2005; Sugi et al, 2009). Other active cyclonic basins of

    northern hemisphere are enriched with direct and indirect measurements for both

    climatological and dynamical criteria of TC genesis and maturation and even about their

    direction of movement. NIO suffers from constraints in this regard in manifold. Further

    studies on this arena will enlighten the actual variability of TCF on more insightful state.

  • 8/3/2019 E-20110051 revised 14.08

    10/22

    9

    Acknowledgements

    Authors are thankful to India Meteorological Department (IMD) and National Oceanic and

    Atmospheric Administration (NOAA) for the relevant data. R. Guha is thankful to

    University Grants Commission, India for financial assistance.

  • 8/3/2019 E-20110051 revised 14.08

    11/22

    10

    References

    Benstad, R. E., 2009: On tropical cyclone frequency and the warm pool area. Nat. Hazards

    Earth Syst. Sci., 9, 635-645.

    Bhanu Kumar, O. S. R. U., S. R. Rao, S. Ranganathan and S. S. Raju, 2010: Role of intra-

    seasonal oscillations on monsoon floods and draughts over India.Asia-Pacific J. Atmos.

    Sci., 46(1), 21-28.

    Bhattacharya, R., R. Guha and P. Mali, 2011: Severe storms and associated SST anomalies

    over Bay of Bengal using NCEP modeling. Proc. of E2NC, Mankundu, India, AICTE,

    IETE, IEEE (MTT-S & Photonics Society), 193-196.

    Chan, J., 2006: Changes in tropical cyclone number, duration and intensity in a warming

    environment. Science, 311, 1713b (doi:10.1126/science.1121522, 2006).

    Chu P. S., 2002: Large-scale circulation features associated with decadal variations of

    tropical cyclone activity over the Central North Pacific.J. Climate, 15, 26782689.

    Cyclone Mannual, IMD, 2003.

    Emanuel, K. A., 1987: The dependence of hurricane intensity on climate. Nature,

    326(6112), 483-485.

    , 2005: Increasing destructiveness of tropical cyclones over the past thirty years. Nature,

    436, 686-688.

  • 8/3/2019 E-20110051 revised 14.08

    12/22

    11

    Gray, W. M., 1988: Environmental influences on tropical cyclones. Aus. Met. Mag., 36,

    127-139.

    GuangHua, C., 2009: Interdecadal variation of tropical cyclone activity in association with

    summer monsoon, sea surface temperature over western North Pacific. Chinese Sci. Bull.,

    54(8), 1417-1421.

    Klotzbach, P. J., 2006: Trends in global tropical cyclone activity over the past twenty years

    (1986-2005). Geophys. Res. Lett., 33, L10805 (doi:10.1029/2006GL025881,2006).

    , 2010: Tropical cyclone variability on seasonal time scales (Observation and

    forecasting). Seventh International Workshop on tropical cyclones, WMO/CAS/WWW No.

    3.2.

    Kumar, R. R. K. and S. Sankar, 2010: Impact of global warming on cyclonic storms over

    north Indian Ocean.Ind. J. Geo-marine Sci., 39(4), 516-520.

    Mandke, S. K. and U. V. Bhide, 2003: A study of decreasing storm frequency over Bay of

    Bengal.J. Ind. Geophys. Union, 7(2), 53-28.

    Maue, R. N., 2009: Northern hemisphere tropical cyclone activity. Geophys. Res. Lett., 36,

    L05805 (doi: 10.1029/2008GL035946)

    Mehta, V., 1998: Variability of the tropical ocean surface temperatures at decadal

    multidecadal timescales. Part:1: The Atlantic Ocean, J. Climate, 8, 2351-2375.

    Niyas, N. T., A. K. Srivastava, and H. R. Hatwar, 2009: Variability and trend in the

    cyclonic storms over north Indian Ocean.Met. Monograph, No. 3-2009, 1-34.

  • 8/3/2019 E-20110051 revised 14.08

    13/22

    12

    Pielke, R. A. (JR), C. Landsea, M. Mayfield, J. Laver and R. Pasch, 2005: Hurricanes and

    global warming.Bull. Amer. Met. Soc., 86(11), 1571-1575.

    Rajeevan, M., U. S. De, and R. K. Prasad, 2000: Decadal variation of sea surface

    temperatures, cloudiness and monsoon depressions in the north Indian Ocean. Curr. Sci.,

    79(3), 283-285.

    Sellers, A. H., H. Zhang, G. Berz, K. Emanuel, W. Gray, C. Landsea, G. Holland, J.

    Lighthill, P. Webster and K. McGuffie, 1998: Tropical cyclones and global climate

    change: A post-IPCC assessment.Bull. Amer. Met. Soc., 79, 1938.

    Singh, O.P., 2008: Indian Ocean dipole mode and tropical cyclone frequency. Curr. Sci.,

    94(10), 29-31.

    , T. M. A. Khan and M. S. Rahman, 2000: Changes in the frequency of tropical cyclones

    over the north Indian Ocean.Met. Atmos. Phys., 75, 11-20.

    and Coauthors, 2001: Has the frequency of intense tropical cyclones increased in the

    north Indian ocean?. Curr. Sci., 80(4), 575-580.

    Sugi, M., H. Murakami and J. Yoshimura, 2009: A reduction in global tropical cyclone

    frequency due to global warming. Sci. Online Lett. Atmos., 5, 164-167.

    Webster, P. J., G. J. Holland, J. A. Curry and H. R. Chang, 2005: Changes in tropical

    cyclone number, duration and intensity in a warming environment. Science, 309, 1844-

    1846.

  • 8/3/2019 E-20110051 revised 14.08

    14/22

    13

    Table 1. Geographical positions of the selected locations.

    GP Lat Long GP Lat Long GP Lat Long GP Lat Long

    L1 10N 81E L11 6N 87E L21 10N 90E L31 14N 93E

    L2 12N 81E L12 8N 87E L22 12N 90E L32 16N 93E

    L3 14N 81E L13 10N 87E L23 14N 90E L33 18N 93E

    L4 6N 84E L14 12N 87E L24 16N 90E L34 20N 93E

    L5 8N 84E L15 14N 87E L25 18N 90E L35 6N 96E

    L6 10N 84E L16 16N 87E L26 20N 90E L36 8N 96E

    L7 12N 84E L17 18N 87E L27 6N 93E L37 10N 96E

    L8 14N 84E L18 20N 87E L28 8N 93E L38 12N 96E

    L9 16N 84E L19 6N 90E L29 10N 93E L39 14N 96E

    L10 18N 84E L20 8N 90E L30 12N 93E L40 16N 96E

  • 8/3/2019 E-20110051 revised 14.08

    15/22

    14

    Table 2. Descriptive Statistics of the TCF time-series.

    Period

    Parameter

    MAM JJAS OND Annual

    Years 119

    Mean 1.050 5.0 3.51 9.748

    Std.dev. 0.7903 2.244 1.534 3.101

    Variance 0.6246 5.034 2.354 9.614

    Co-efficient of variation 75.24 44.87 43.68 31.81

    Skewness 0.43 -0.12 -0.01 0.03

    Kurtosis -0.15 -0.48 -0.37 -0.52

    Seasonal to Annual ratio (f) 0.107 0.512 0.36

    Table 3. Seasonal trend status of TCF.

    MAM JJAS OND Annual

    CD 0.009 -0.026 0.006 -0.02

    CS -0.0002 -0.02 0.0015 -0.018

    SCS 0.0016 -0.003 0.006 0.0046

    CD+CS+SCS 0.0026 -0.059 0.006 -0.034

  • 8/3/2019 E-20110051 revised 14.08

    16/22

    15

    Figure Captions

    Fig.1 . Annual TCF over NIO from 1891-2007.

    Fig.2. Seasonal TCF variation.

    Fig.3. Five year moving averages of TCF for (a) MAM, (b) JJAS, (c) OND and (d)

    Annual with varied storm strength according to wind speed (kt).

    Fig.4.TCFA based pentad average of storm frequencies for (a) CD (17WS

  • 8/3/2019 E-20110051 revised 14.08

    17/22

    16

    Fig. 1.

  • 8/3/2019 E-20110051 revised 14.08

    18/22

    17

    Fig. 2.

  • 8/3/2019 E-20110051 revised 14.08

    19/22

  • 8/3/2019 E-20110051 revised 14.08

    20/22

    19

    Fig.4.

  • 8/3/2019 E-20110051 revised 14.08

    21/22

    20

    Fig.5.

    -20

    -15

    -10

    -5

    0

    5

    10

    15

    20

    P1 P2 P3 P4 P5 P6 P7 P8 P9 P10 P11 P12CSSTA

    MAM JJAS OND

  • 8/3/2019 E-20110051 revised 14.08

    22/22

    21

    Fig. 6.