“Flood Management of Jhelum Basin”

DOI : 10.17577/IJERTV6IS070298

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“Flood Management of Jhelum Basin”

Abid Fayaz

Al -Falah University

Abstract – Kashmir valley is highly prone to floods due to its geographical structure and location. Ever since the valley assumed its present form after draining out of the ancient karewa lake, the frequency of flood has been very high. Measures for flood mitigation were taken from 1950 onwards, a number of dams and barrages have been reportedly constructed. Floods continue to be a menace however mainly because of the huge quantity of silt being carried by the rivers emanating from Himalayas.

Key Words Flood, Rainfall, Dredging, Tributries, Historical Floods, Flood Managment

1.INTRODUCTION

    1. GENERAL

      The state of Jammu and Kashmir covers an area of about 222236 sq.km extending from 320 17 N to 36058 N and from 730 26 E to 80030E.The state is mountainously rising in several tiers from plains in the south to higher altitude valleys and peaks in north, enclosing some of the highest mountain peaks of the world. On the basis of climatic conditions state of Jammu and Kashmir is divided viz. Temperate Kashmir valley, Tropical Jammu province, Alpine Ladakh and Kargil regions .The Kashmir valley is surrounded by Himalayas which vary in their heights between 1000 feet to 1800 feet above mean sea level extending from 330 22 N to 340 43 N and 730 52 E to

      750 42 E covering an area of about 15948 Sq.Km The Kashmir valley is bestowed with enormous and rich aquatic resources in the shape of lakes, rivers, streams, high altitude lakes, springs and low lying containing a total water spread of about 32765.3 hectares which is nearly 2% total land of Kashmir valley. The water bodies of Kashmir include the giant river Jhelum, Indias largest fresh water lake Wular, world famous Dal lake, Mansbal lake, Nageen lake, springs like Achabal, Kokernag and Verinag, streams like Madhumati, Erin, Sindh,Bringi and high altitude lakes like Kishansar, Vishansar, Gangabal etc. The river Jhelum is called the life line entire of Kashmir valley from South to North and catering the requirements of 255 of population of the valley. Its the major water body of Kashmir valley. The river starting its journey from Verinag spring and travels first 241 kms in Kashmir, next 162 km in POK (PAKISTAN OCCUPIED KASHMIR) and remaining in 321 Pakistan, travelling a total distance of about 724 Km before merging with Chenab at Bunji in Pakistan.

    2. Tributaries

      The Jhelum basin has 19 tributaries and some of them drain from the slope of the Pir Panjal range and join the river on the left bank and some others flowing from Himalayan range and join the river on the right bank.

      RIGHT HAND TRIBUTARIES

      LEFT HAND TRIBUTARIES

      S.NO.

      NAME OF TRIBUTARY

      S.NO.

      NAME OF TRIBUTARY

      1.

      Bringi

      1.

      Vishow

      2.

      Aripal

      2.

      Sukhnag

      3.

      Sandram

      3.

      Rambiara

      4.

      Sind

      4.

      Ferozpora

      5.

      Arapath

      5.

      Wankron

      6.

      Madhumati

      6.

      Nirgi

      7.

      Lidder

      7.

      Romshi

      8.

      Pohru

      8.

      Khurshi

      9.

      Erin

      9.

      Doodganga

      10.

      Vij

  1. OBJECTIVE OF THE STUDY

To mitigate the flood

  1. LITERATURE REVIEW

    According to Nott (2006) the causes of flood can be divided into two physical (climate forces) and human influenced (urban development and vegetation clearing) categories. Most of the floods are due to natural forces world widely and in most of the cases it is due to prolonged rainfalls. Cutting trees has changed the patterns of floods which are due to the human impact. Flood cannot be considered as natural disaster until it damages the human lives or property.

    Flooding is normally caused by natural weather events such as heavy rainfall and thunderstorms over a short period, prolonged rainfall or extensive rainfall. It can also be caused by high tide combined with stormy conditions. It is predicted that climate change will increase the risk of flooding in the UK and other parts of the world (Petak and Atkisson, 1982).

    According to the study conducted by the International Flood Initiative (2003), floods are causing the most of the water related natural disasters which are not only damaging human and material assets but also the cultural and ecological resources. Ariyabandu and Wickramasighe (2005)observed that women are more affected than men due to their family responsibilities. Moreover women have more knowledge and skills to deal with such natural disasters but most of the time they are ignored in policy making.

    Odunuga et al. (2012, p. 367) also established that Flood occurs when there is overflow of urban drainages over the streets to extent that it cannot be absorbed by earth surface and consequently results to property damage, traffic obstruction and nuisance as well as health hazards.

    According to Sinclair and Pegram (2003) stated that floods cannot be prevented but their effects can be minimized by introducing

    advance warning systems. More over many poor people live near river banks because these are the only unoccupied areas available for poor populations. These people are at more risk not only due to their location but also due to lack of financial resources they own.

    Flood may also result from overflowing of a great body of water over land and extreme hydrological events or an unusual presence of water on land to a depth which affects normal activities (Olajuyigbe, 2012; and PointBlankNews.com). It also occurs as a result of combination of meteorological and hydrological extremes as well as activities of man on drainage basin (Adeaga, 2008). Floods often cause damage to homes and businesses if they are located in natural flood plains of rivers (Tinh and Hang, 2003).

    Flood causes many socio-economic and political dimensions which further give birth to many complex problems. Some of the problems are displacement of people, infrastructure damages such as destruction of roads, crops and loss of cattle and livestock. These destructions delay the on-going development and political processes (Theron 2007).

  2. METHODOLOGY

For the flood management of Jhelum basin, the whole work was first of all divided into two steps.

  1. Flood Frequency analysis.

  2. Flood Management

.

    1. Flood Frequency Analysis

      For the flood frequency analysis the 50years discharge data was collected from planning and designing sub division of irrigation and flood control department and data was analysed for 50, 100,1000 years return period by GUMBEL distribution method in Microsoft excel, as follows.

    2. Gumbels Distribution

      Gumbels probability distribution a widely used method has been used for analysis of 40 years data collected at three gauge stations of rive Jhelum situated at SANGAM, RAMMUNSHI BAGH & ASHAM.

      1. Sangam Gauge Station of River Jhelum

        TABLE 1

        Sangam gauge station of River Jhelum

        CALCULATION OF STANDARD DEVIATION & COEFFICIENT OF VARIATION

        S.No

        Year

        Peak Flood (cusec)

        Peak Flood (cumec)

        Descending order of Flood Peak (Q)

        – Q

        ( – Q)2

        1

        1975

        47900.00

        1355.57

        3260.67

        -2477.93

        6140152.66

        2

        1976

        50958.00

        1442.11

        1848.13

        -1065.40

        1135067.02

        3

        1977

        9075.00

        256.82

        1779.39

        -996.65

        993320.28

        4

        1978

        16528.00

        467.74

        1689.51

        -906.77

        822238.62

        5

        1979

        14400.00

        407.52

        1681.02

        -898.28

        806913.68

        6

        1980

        7900.00

        223.57

        1442.11

        -659.38

        434775.58

        7

        1981

        26778.00

        757.82

        1383.87

        -601.13

        361361.78

        8

        1982

        13505.00

        382.19

        1355.57

        -572.83

        328138.50

        9

        1983

        14125.00

        399.74

        1338.59

        -555.85

        308973.38

        10

        1984

        12885.00

        364.65

        1304.91

        -522.18

        272668.55

        11

        1985

        33600.00

        950.88

        950.88

        -168.14

        28272.32

        12

        1986

        26435.00

        748.11

        900.82

        -118.08

        13943.13

        13

        1987

        29390.00

        831.74

        831.74

        -49.00

        2401.07

        14

        1988

        48900.00

        1383.87

        815.38

        -32.64

        1065.59

        15

        1989

        15150.00

        428.75

        757.82

        24.92

        620.95

        16

        1990

        9520.00

        269.42

        756.09

        26.65

        709.96

        17

        1991

        17660.00

        499.78

        748.11

        34.63

        1198.94

        18

        1992

        65305.00

        1848.13

        674.96

        107.78

        11616.80

        19

        1993

        46110.00

        1304.91

        621.24

        161.49

        26080.52

        20

        1994

        23850.00

        674.96

        596.14

        186.60

        34818.35

        21

        1995

        59400.00

        1681.02

        499.78

        282.96

        80065.38

        22

        1996

        59700.00

        1689.51

        469.58

        313.15

        98065.65

        23

        1997

        62876.00

        1779.39

        467.74

        314.99

        99221.13

        24

        1998

        12950.00

        366.49

        428.75

        353.99

        125309.81

        25

        1999

        8742.00

        247.40

        410.35

        372.39

        138671.52

        26

        2000

        9865.00

        279.18

        407.52

        375.22

        140787.24

        27

        2001

        2031.00

        57.48

        399.74

        383.00

        146688.05

        28

        2002

        8676.00

        245.53

        382.19

        400.54

        160436.10

        29

        2003

        21065.00

        596.14

        366.49

        416.25

        173265.11

        30

        2004

        14500.00

        410.35

        364.65

        418.09

        174799.88

        31

        2005

        16593.00

        469.58

        310.99

        471.75

        222545.76

        32

        2006

        47300.00

        1338.59

        279.18

        503.56

        253569.41

        33

        2007

        21952.00

        621.24

        269.42

        513.32

        263497.69

        34

        2008

        8540.00

        241.68

        256.82

        525.91

        276585.28

        35

        2009

        8610.00

        243.66

        247.40

        535.34

        286586.41

        36

        2010

        28812.00

        815.38

        245.53

        537.21

        288589.70

        37

        2011

        26717.00

        756.09

        243.66

        539.07

        290599.98

        38

        2012

        10989.00

        310.99

        241.68

        541.05

        292739.71

        39

        2013

        31831.00

        900.82

        223.57

        559.17

        312666.90

        40

        2014

        115218.00

        3260.67

        57.48

        725.26

        526000.56

        Q

        31309.45

        ( – Q)2

        16075028.95

        No of years

        N

        40

        Average Peak Q

        = Q/n

        782.74

        Standard Deviation

        = (( – Q)2/(n-1))

        642.01

        Coefficient of variation

        CV = /

        0.8202

        Expected Mean of Reduced Extremes

        n

        0.5501

        Expected Standard Deviation of Reduced Extremes

        n

        1.1667

        Expected Means & Standard Deviation of Reduced Extremes

        (After Emil Julius Gumbel)

        S. No.

        N

        n

        n

        1

        8

        0.483

        0.9043

        2

        9

        0.4902

        0.9288

        3

        10

        0.4952

        0.9497

        4

        11

        0.4996

        0.9676

        5

        12

        0.5035

        0.9833

        6

        13

        0.5070

        0.9972

        7

        14

        0.5100

        1.0095

        8

        15

        0.5128

        1.0206

        9

        16

        0.5157

        1.0316

        10

        17

        0.5181

        1.0411

        11

        18

        0.5202

        1.0493

        12

        19

        0.5220

        1.0566

        13

        20

        0.5236

        1.0628

        14

        21

        0.5252

        1.0696

        15

        22

        0.5268

        1.0754

        16

        23

        0.5283

        1.0811

        17

        24

        0.5296

        1.0864

        18

        25

        0.5309

        1.0915

        19

        26

        0.5320

        1.0961

        20

        27

        0.5332

        1.1004

        21

        28

        0.5343

        1.1047

        22

        29

        0.5353

        1.1086

        23

        30

        0.5362

        1.1124

        24

        31

        0.5371

        1.1159

        25

        32

        0.5380

        1.1193

        26

        33

        0.5388

        1.1226

        27

        34

        0.5396

        1.1255

        28

        35

        0.5403

        1.1285

        29

        36

        0.5410

        1.1313

        30

        37

        0.5418

        1.1339

        31

        38

        0.5424

        1.1363

        32

        39

        0.5430

        1.1388

        33

        40

        0.5436

        1.1413

        34

        41

        0.5442

        1.1436

        35

        42

        0.5448

        1.1458

        36

        43

        0.5453

        1.1480

        37

        44

        0.5458

        1.1499

        38

        45

        0.5463

        1.1519

        39

        46

        0.5468

        1.1538

        40

        47

        0.5473

        1.1557

        41

        48

        0.5477

        1.1574

        42

        49

        0.5481

        1.1590

        43

        50

        0.5485

        1.1607

        44

        51

        0.5489

        1.1623

        45

        52

        0.5493

        1.1638

        46

        53

        0.5497

        1.1653

        47

        54

        0.5501

        1.1667

        48

        55

        0.5504

        1.1681

        49

        56

        0.5508

        1.1696

        50

        57

        0.5511

        1.1708

        51

        58

        0.5515

        1.1721

        52

        59

        0.5518

        1.1734

        53

        60

        0.5521

        1.1747

        54

        100

        0.5600

        1.2065

        55

        200

        0.5672

        1.2360

        56

        500

        0.5724

        1.2588

        57

        1000

        0.5745

        1.2685

      2. Ram Munshi Bagh Gauge Station Of River Jhelum

        TABLE 1

        Ram Munshi Bagh

        CALCULATION OF STANDARD DEVIATION & COEFFICIENT OF VARIATION

        S.No

        Year

        Peak Flood (cusec)

        Peak Flood (cumec)

        Descending order of Flood Peak (Q)

        – Q

        ( – Q)2

        1

        1975

        30596.00

        865.87

        2054.16

        -1410.47

        1989413.30

        2

        1976

        30290.00

        857.21

        1284.25

        -640.56

        410322.41

        3

        1977

        7339.00

        207.69

        1158.21

        -514.52

        264726.64

        4

        1978

        9884.00

        279.72

        1158.21

        -514.52

        264726.64

        5

        1979

        9995.00

        282.86

        1097.47

        -453.78

        205920.04

        6

        1980

        17093.00

        483.73

        1014.27

        -370.58

        137331.12

        7

        1981

        25536.00

        722.67

        975.56

        -331.87

        110136.19

        8

        1982

        19358.00

        547.83

        865.87

        -222.18

        49362.59

        9

        1983

        14860.00

        420.54

        857.21

        -213.52

        45589.57

        10

        1984

        12100.00

        342.43

        849.00

        -205.31

        42152.25

        11

        1985

        29298.00

        829.13

        829.13

        -185.44

        34389.30

        12

        1986

        27506.00

        778.42

        817.87

        -174.18

        30338.72

        13

        1987

        28900.00

        817.87

        778.42

        -134.73

        18152.15

        14

        1988

        35840.00

        1014.27

        741.04

        -97.35

        9476.17

        15

        1989

        17260.00

        488.46

        722.67

        -78.98

        6237.67

        16

        1990

        23470.00

        664.20

        714.32

        -70.63

        4988.66

        /td>

        17

        1991

        19870.00

        562.32

        664.20

        -20.51

        420.71

        18

        1992

        40926.00

        1158.21

        632.79

        10.90

        118.85

        19

        1993

        38780.00

        1097.47

        572.79

        70.90

        5026.51

        20

        1994

        22360.00

        632.79

        562.32

        81.37

        6620.89

        21

        1995

        45380.00

        1284.25

        554.68

        89.01

        7922.76

        22

        1996

        40926.00

        1158.21

        547.83

        95.86

        9188.85

        23

        1997

        34472.00

        975.56

        537.70

        105.99

        11233.85

        24

        1998

        11875.00

        336.06

        532.38

        111.31

        12389.98

        25

        1999

        8722.00

        246.83

        527.43

        116.26

        13517.03

        26

        2000

        14282.00

        404.18

        488.46

        155.23

        24096.93

        27

        2001

        3271.00

        92.57

        483.73

        159.96

        25586.55

        28

        2002

        10400.00

        294.32

        420.54

        223.15

        49796.76

        29

        2003

        12320.00

        348.66

        404.18

        239.51

        57364.69

        30

        2004

        20240.00

        572.79

        348.66

        295.03

        87044.98

        31

        2005

        19600.00

        554.68

        342.43

        301.26

        90757.51

        32

        2006

        30000.00

        849.00

        336.06

        307.63

        94634.60

        33

        2007

        19000.00

        537.70

        294.32

        349.37

        122059.30

        34

        2008

        9250.00

        261.78

        282.86

        360.83

        130199.28

        35

        2009

        7350.00

        208.01

        279.72

        363.97

        132476.10

        36

        2010

        26185.00

        741.04

        261.78

        381.91

        145858.97

        37

        2011

        18812.00

        532.38

        246.83

        396.86

        157495.69

        38

        2012

        18637.00

        527.43

        208.01

        435.68

        189821.30

        39

        2013

        25241.00

        714.32

        207.69

        436.00

        190092.66

        40

        2014

        72585.00

        2054.16

        92.57

        551.12

        303733.88

        Q

        25747.59

        ( – Q)2

        5490722.05

        No of years

        N

        40

        Average Peak Q

        = Q/n

        643.69

        Standard Deviation

        = (( – Q)2/(n-1))

        375.22

        Coefficient of variation

        CV = /

        0.5829

        Expected Mean of Reduced Extremes

        n

        0.5501

        Expected Standard Deviation of Reduced Extremes

        n

        1.1667

      3. Asham Gauge Station of River Jhelum

TABLE 1

ASHAM

CALCULATION OF STANDARD DEVIATION & COEFFICIENT OF VARIATION

S.No

Year

Peak Flood (cusec)

Peak Flood (cumec)

Descending order of Flood Peak (Q)

– Q

( – Q)2

1

1975

25404.00

718.93

1056.16

-419.55

176024.26

2

1976

35800.00

1013.14

1036.49

-399.88

159907.18

3

1977

12260.00

346.96

1013.14

-376.54

141779.70

4

1978

20900.00

591.47

1005.22

-368.61

135875.14

5

1979

19270.00

545.34

974.65

-338.05

114276.76

6

1980

17880.00

506.00

920.06

-283.46

80348.30

7

1981

26500.00

749.95

903.22

-266.62

71085.83

8

1982

18668.00

528.30

843.06

-206.45

42623.03

9

1983

27460.00

777.12

838.87

-202.27

40911.15

10

1984

18270.00

517.04

815.41

-178.80

31971.00

11

1985

17800.00

503.74

810.09

-173.48

30096.68

12

1986

31916.00

903.22

796.65

-160.04

25613.27

13

1987

35520.00

1005.22

777.12

-140.51

19744.31

14

1988

26045.00

737.07

749.95

-113.35

12847.42

15

1989

26380.00

746.55

746.55

-109.95

12089.10

16

1990

28625.00

810.09

741.63

-105.03

11030.51

17

1991

29790.00

843.06

737.07

-100.47

10094.21

18

1992

34440.00

974.65

718.93

-82.33

6778.17

19

1993

29642.00

838.87

710.84

-74.24

5510.96

20

1994

20580.00

582.41

626.42

10.18

103.69

21

1995

36625.00

1036.49

591.47

45.13

2037.04

22

1996

37320.00

1056.16

582.41

54.19

2936.51

23

1997

25118.00

710.84

567.50

69.10

4775.31

24

1998

28813.00

815.41

545.34

91.26

8328.85

25

1999

11907.00

336.97

528.30

108.30

11728.71

26

2000

10860.00

307.34

517.04

119.56

14295.20

27

2001

11527.00

326.21

506.00

130.60

17056.24

28

2002

13305.00

376.53

503.74

132.86

17652.72

29

2003

26206.00

741.63

486.76

149.84

22453.09

30

2004

17200.00

486.76

475.38

161.22

25991.94

31

2005

20053.00

567.50

441.40

195.21

38106.34

32

2006

22135.00

626.42

376.53

260.07

67637.47

33

2007

15597.00

441.40

346.96

289.65

83894.54

34

2008

10402.00

294.38

336.97

299.64

89781.40

35

2009

10680.00

302.24

334.51

302.10

91262.93

36

2010

16798.00

475.38

326.21

310.39

96341.61

37

2011

11820.00

334.51

307.34

329.27

108415.80

38

2012

28150.00

796.65

302.24

334.36

111796.31

39

2013

9616.00

272.13

294.38

342.23

117119.28

40

2014

32511.00

920.06

272.13

364.47

132838.93

Q

25464.14

( – Q)2

2193160.88

No of years

N

40

Average Peak Q

= Q/n

636.60

Standard Deviation

= (( – Q)2/(n-1))

237.14

Coefficient of variation

CV = /

0.3725

Expected Mean of Reduced Extremes

n

0.5501

Expected Standard Deviation of Reduced Extremes

n

1.1667

Expected Means & Standard Deviation of Reduced Extremes

(After Emil Julius Gumbel)

S. No.

N

n

n

1

8

0.4843

0.9043

2

9

0.4902

0.9288

3

10

0.4952

0.9497

4

11

0.4996

0.9676

5

12

0.5035

0.9833

6

13

0.5070

0.9972

7

14

0.5100

1.0095

8

15

0.5128

1.0206

9

16

0.5157

1.0316

10

17

0.5181

1.0411

11

18

0.5202

1.0493

12

19

0.5220

1.0566

13

20

0.5236

1.0628

14

21

0.5252

1.0696

15

22

0.5268

1.0754

16

23

0.5283

1.0811

17

24

0.5296

1.0864

18

25

0.5309

1.0915

19

26

0.5320

1.0961

20

27

0.5332

1.1004

21

28

0.5343

1.1047

22

29

0.5353

1.1086

23

30

0.5362

1.1124

24

31

0.5371

1.1159

25

32

0.5380

1.1193

26

33

0.5388

1.1226

27

34

0.5396

1.1255

28

35

0.5403

1.1285

29

36

0.5410

1.1313

30

37

0.5418

1.1339

31

38

0.5424

1.1363

32

39

0.5430

1.1388

33

40

0.5436

1.1413

34

41

0.5442

1.1436

35

42

0.5448

1.1458

36

43

0.5453

1.1480

37

44

0.5458

1.1499

38

45

0.5463

1.1519

39

46

0.5468

1.1538

40

47

0.5473

1.1557

41

48

0.5477

1.1574

42

49

0.5481

1.1590

43

50

0.5485

1.1607

44

51

0.5489

1.1623

45

52

0.5493

1.1638

46

53

0.5497

1.1653

47

54

0.5501

1.1667

48

55

0.5504

1.1681

49

56

0.5508

1.1696

50

57

0.5511

1.1708

51

58

0.5515

1.1721

52

59

0.5518

1.1734

53

60

0.5521

1.1747

54

100

0.5600

1.2065

55

200

0.5672

1.2360

56

500

0.5724

1.2588

57

1000

0.5745

1.2685

5. FLOOD MANAGMENT

    1. Measures For Flood Management

      1. Increasing the carrying capacity of existing flood mitigation infrastructure

        1. River Jhelum treatment (dredging, re- sectioning etc).

        2. Optimum functioning of the Flood Channels

          1. Flood Spill Channel (FSC) to 25000 Cusec/39000 cusec)

          2. Kutte Kull

          3. Sonar Kull

        3. Wetland conservation

      2. Dredging

It has been seen that velocity of the water in the Jhelum River is quite less due to very low bed grade and lot of sediment load gets deposited on the bed with the result there is a lot of reduction in the carrying capacity of the basin at different parts. So, the carrying capacity of these areas can be improved with dredgers.

  1. The outflow channels in the line of wullar intake need to be dredged to create laminar flow to the lake.

  2. The dredging of the river Jhelum must start from the tail end on the down-stream side of the river to avoid back flow and the dredging on the upstream side be taken up next, to avoid heavy flood

    discharge from the upstream side resulting in the overflow of embankments due to chocking through the city.

  3. Fix time frame for each segment dredging controlled and monitored by the expert team based on primavera software. The total volumes for dredging should be monitored based on latest available equipment in the market.

      1. Rise of Embankments

        A levee or dyke may be defined as an earthen embankment extending generally parallel to the river channel and designed to protect the area behind it from overflow of flood waters.

        Embankments are the oldest known forms of flood protection works and have been used extensively for this purpose. These serve to prevent inundation, when the stream spills over its natural section, and safeguard lands, villages and other properties against damages.

        5.2.2.1 Embankment Classification

        Manual, CW&PC, Embankments1960 stipulates that An embankment is designated as low, medium or major (according to its height above natural surface level (NSL).

        1. Low Embankment Height. < 10 ft. (3m.)

        2. Medium 10ft. (3m) Embankment

          <Height.> 30 ft. (9 m)

        3. Major Height> 30 ft. (9 m Embankment)

      2. Gabion Treatment

        Visiting the site at Asham and the surrounding areas, a real bad situation of the site Hajan was found in which the side banks were completely washed out due to erosion of the material from the side walls and the extents of the erosion was so much that the whole side slope was washed out and the bank then converted into a vertical one.

        On discussing about this issue with J.Es at IFC, the reason behind this was found that the life of cohesiveness of the soil is over and now, the material of the banks has become loose and non-cohesive.

        Discussing with J.Es, we got to know that none of the erosion control measure work here, everything has been tried here from wooden piles to riveting but nothing as such worked. This place needs to be provided with the gabion treatment. And IFCs team of engg. is even working on it.

      3. Construction of flood water storage reservoirs in various tributary catchments of the River Jhelum (within the ambit of IWT 1960)

        By the construction of storage reservoirs on the catchment of tributaries, a huge quantity of water can be arrested and besides a sediment load / silt, Carried by the tributaries shall be reduced to a great extent.

      4. Additional Flood spill channel from Dorgipora (Pulwama) to Wullar Lake.

          • Dogripora- wullar alternate channel to increase the capacity of the flood spill channel to 25000 cuses from the current 8000 cusecs would act as a major relief to the flood measures, this would be the least resistant path for flood mitigation and prevention

      5. Flood Zoning (Hazard mapping of Kashmir)

        • Areas under the risk of submergence.

        • Proper city planning.

      6. Life safety jackets and inflated rubber boats should be stocked by all the house-holds falling in the flood prone area. Young boys/girls need to be taught swimming to face any eventuality.

      7. Early Flood warning system

        A flood forecasting system to be developed and installed that could provide 12-48hrs flood prediction in order to reduce the risk to people in future.

          • Automatic Weather Stations (IMD)

          • Doppler Radar (IMD)

          • Automatic Water Level Recorders Proper announcement system

          • Radio

          • TV

          • Social Media (Face book)

          • Android App (Flood Alert)

      8. Government must ensure availability of sufficient funds for executing the work in time-bound manner.

6 . REFERENCES

  1. Ariyabandu and Wickramasighe, ITDG publishing (2005)

  2. Babbitt, Harold E. & Doland, James J., Water Supply Engineering, McGraw-Hill Book Company, 1949

  3. The European Union (EU) Floods directive (2006)

  4. Jones, Myrtle (2000). ground water flooding ingllacial terrain of sothern Washington.

  5. Petak and Atkison (1982) .Natural hazards as public policy problem.

  6. Simon, Andrew L., Basic Hydraulics, John Wiley & Sons, 1981

  7. Simon, Andrew L., Practical Hydraulics, John Wiley & Sons, 1981

  8. Stephen Bratkovich, Lisa Burban, et al., flloing and its effects,USDA forest service North- eastern Area State and Private Forestry, St. Paul, MN, September 1993

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