PORT and Harbor Engineering 3

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    PORT and Harbor

    Engineering

    Radianta Triatmadja

    Lecture note 2

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    Waterway Design

    Depth of Waterway

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    Waterway Design

    The depth of waterway depends on the

    tonnage of the ship and the water.

    Following Archimedes law, the amount of

    water displaced by the ship equals the

    weight of the ship. Therefore the more is

    the tonnage, the deeper is the ships draft.

    Ships draft also depends on the cross

    section of the ship.

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    Draft

    draft draft50 000 ton 50 000 ton

    Ships of the same total weight may have different drafts.

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    Draft

    Box Coefficient

    draft draft50 000 ton 50 000 ton

    = Cb

    Cb =0.8Cb =0.6

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    Draft

    Box Coefficient

    draft draft30 000 ton 50 000 ton

    = Cb

    Cb =0.5Cb =0.67

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    Tonnage

    Displacement tonnage : The weight of

    water displaced, the physical weight of the

    ship

    Loaded Displacement : the weight of the

    ships + loading

    Light displacement : the weight of the

    ships only

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    Tonnage

    Dead weight ton : The difference between

    loaded displacement and light

    displacement, or the weight of loading

    (please do not confuse this tonnage with

    the weight of the ships)

    The weight of fresh water, tools, and fuel

    are considered as loading

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    Tonnage

    Gross Registered ton (use for Passenger

    ships)

    Volume of ships space in cubic feet divided

    by 100

    1 GRT ~ 2.83 m3

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    Typical ships full load draft of Bulk carrier

    Weight (1000 tons) Draft (m)20.99 9.5764

    22.934 10.5138

    23.67 10.2352

    23.96 10.2352

    24.911 9.9566

    26.055 8.056427.48 10.2606

    34.586 10.5138

    35.316 10.9694

    44.477 11.7552

    46.73 12.0084

    48.976 11.527450.055 11.552

    50.692 11.552

    52.458 12.0592

    56.672 12.2108

    60.639 12.895

    170.418 18.9242

    y = 2.1393Ln(x) + 3.6789

    R2 = 0.9906

    0

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    0 10 20 30 40 50 60

    Weight (1000 tons) Draft (m)

    1 4.2

    2 4.95 6.8

    10 8.5

    15 9.3

    20 10

    30 10.9

    40 11.7

    50 12.4

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    y = 3.965Ln(x) - 3.1657

    R2 = 0.8525

    0

    24

    6

    8

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    16

    18

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    0 50 100 150 200

    Typical tonnage and full load draft of bulk

    carriers (ore, coal, cement etc)

    Draft(loaded)

    Dead weight (1000 tons)

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    Passenger Ships

    y = 1.9623Ln(x) + 2.7951

    R2 = 0.9546

    y = 1.6041Ln(x) + 2.6762

    R2 = 0.9807

    0

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    0 5 10 15 20 25 30 35

    Depth required / draft = 1.14

    Basin depth for unknown full draft

    X 1000 ton

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    Container Ships

    y = 0.08x + 9.1

    R2 = 0.9877

    y = 0.1x + 10

    R2 = 1

    0

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    0 10 20 30 40 50 60

    Weight (x1000) draft depth

    20 10.6 12 1.132075

    30 11.6 13 1.12069

    40 12.4 14 1.129032

    50 13 15 1.153846

    Depth/draft= 1.13

    Basin depth for unknown full draft

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    Depth of waterway

    The depth of waterway should be deeper than

    the basin. Provisions should be made for

    possible pitching, heaving and squat

    Squat Z

    2

    2

    2

    1

    4.2

    F

    F

    LZpp

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    Additional depth due to

    Vertical movement due to wave (heaving)

    Vertical movement due to Squat

    Vertical movement due to pitching

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    Required Water depth

    Expected vertical movement

    Net underkeel clearance

    dredging tolerance

    Draft (ship size)

    Expected sediment accumulation between two dredging campaigns

    Tobedredg

    ed

    Sounding tolerance

    Keel = bottom

    Gross underkeelclearance

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    How to design waterway depth?

    Define Maximum Ships weight and type

    Calculate/predict Ships draft

    Define minimum water level

    Calculate depth Required (1.15 timesShips draft) (nominal depth)

    Calculate expected sedimentaccumulation during two consecutivedredging works

    Calculate total depth required to dredge

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    What is minimum water level ?

    Sea level is fluctuating due to moon and

    sun attraction forces and centrifugal

    forces of the earth during its revolution

    about its common axis with the moon

    This fluctuation is called tides

    Maximum fluctuation occur during spring

    tide, while minimum fluctuation occur

    during neap tide.

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    Tidal constants

    Tidal waves are periodic due to the

    driving forces. Yet so many conditions

    affect the periodicity of the tidal waves. A

    complete period of tide wave isapproximately 19 years. In order to design

    a harbor one need to know tidal constants

    in the design area. These tidal constantsgovern the major water level fluctuations.

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    40.Air Pelayaran Sebelah Barat Surabaya

    (Karang Jamuang)

    0

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    0 100 200 300 400 500 600 700 800 900 1000 1100 1200

    Time

    Elevasi

    An Example of Water level

    Fluctuation

    hours

    dm

    NeapSpring

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    Discussion

    A Harbor designed is given to be discussed. Topics to bediscussed are :

    2. What is the maximum size of ships that can be served

    3. The width of the waterway

    4. During spring tide even larger ships can enter the harbor. What

    is the maximum size of the ships during spring tide? Discuss thepossibility of allowing such ships to berth in the harbor

    5. If the speed of your ships are limited to 10 knots along thewaterway, what is the maximum squat ?

    6. Do you have any comment other than the topics discussed ?

    7. Within the next 10 years the harbor will be upgraded to serveships of maximum draft 4 meters. What works are needed?