Tailing Tug Stop Planner
Port2 Harbor SBMs

Tailing Tug Stop Planner

Predicts when wind and tidal stream set the same way, so the tailing tug can be stood down. Advisory only: the pilot on the berth decides.

Stop possible Pilot judgement Keep tug
Tailing line Manual
Shift time
Wind used
Live wind from anemometer
Possible tug stop this shift
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Tug stop windows

    Plan view

    Vessel and tug

    Drag the time, press Play, or click the shift chart
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    Heading is where the bow points while she lies to the SBM. With the draft entered it comes from the hawser model; without it, it is estimated from wind and stream. Not to scale.

    Shift chart

    Flood (LW→HW)Ebb (HW→LW)Slack

    Wind barbs point to where the wind comes from: each long feather 10 kn, short feather 5 kn, pennant 50 kn, circle calm; F = Beaufort force, then knots. Current arrows point the way the stream sets. Current speed is estimated from the tide range; set your berth's peak stream under Rules and limits.

    What if

    Sudden wind change

    Quick pick
    Basis of the expected hawser load

    With the tailing tug stopped the tanker lies to the SBM on her bow hawser and swings until wind and stream balance. The planner finds that heading, adds up the wind and current forces on the hull, and reports their resultant as the expected hawser load.

    1. Wind force Fw = ½ ρair Vw² A C, with ρair = 1.225 kg/m³. Fore-and-aft: front windage AF × 0.85 cos θw. Athwartships: side windage AL × 0.95 sin θw. θw = wind direction off the bow.
    2. Windage from the draft (typical VLCC, LBP L, beam 58 m, moulded depth 30.5 m): freeboard = 30.5 − draft; AL = L × freeboard + 1,200 m² superstructure; AF = 58 × freeboard + 900 m².
    3. Current force Fc = ½ ρsea Vc² L T C, with ρsea = 1,025 kg/m³ and T the draft. Fore-and-aft C = 0.05 cos θc. Athwartships C = Cy sin θc, where Cy = 0.8 in deep water, rising towards 2.0 as water depth / draft falls towards 1 (shallow-water effect under the keel).
    4. Heading on the buoy: the ship pivots on the hawser at the bow. The side wind force acts about 0.58 L aft of the bow (superstructure aft); the side current force about 0.28–0.50 L aft. She settles where the turning moments cancel.
    5. Expected hawser load = √(Fx² + Fy²) ÷ 9.81 kN per tonne, at that heading, with the mean wind; the gust figure uses the Windfinder gust. Hawser angle off the bow = atan(|Fy| ÷ −Fx). If Fx pushes the ship towards the buoy the hawser goes slack (riding up).
    6. Tug pull needed to hold her (opposing wind and stream, tug kept): the tailing tug on the centre lead aft holds the ship at a heading. Moment about the bow: tug athwartships pull Ty = N ÷ L. Hawser at the bow: Hy = −(Fy + Ty), and the tug pulls astern until Hx ≥ the least tension that keeps the hawser taut (bow held at least the set distance, 45 m, off the SBM) and Hx ≥ |Hy| ÷ tan(hawser angle limit, 45°). Tug pull = √(Tx² + Ty²). The page tries every heading and shows the one needing the least pull with the hawser load within its limit, with the gust figure from the Windfinder gust.
    7. Sea, surge and yaw (wind above 12 kn): significant wave height Hs = 0.0016 U √(F ÷ g), capped at 0.243 U² ÷ g (U wind in m/s, F open-water fetch off the SBMs for that wind direction: 10 km from the west, up to 250 km from the east), or the measured sea height if entered. Wave drift force, running downwind: fore-and-aft 0.0625 ρ g Hs² B cos θw, athwartships 0.0625 ρ g Hs² L sin θw, acting at mid-length. It is added to wind and current for the heading, hawser load and tug pull. Surge and yaw (fishtailing) allowance: loads × (1 + 0.06 × (wind − 12 kn) + 0.5 Hs), up to × 3; hawser angle + yaw of ±(3° + 0.8° per kn above 12 + 4° per metre of sea), up to ±30°. With the tug kept, the tug must hold her at the chosen heading and at that heading ± the yaw; the largest of the three pulls is taken, then × a surge factor (1 + 0.03 × (wind − 12 kn) + 0.25 Hs, up to × 2), as yaw is already counted. These are planning allowances, not a motion analysis.

    These are steady loads from simplified, typical tanker wind and current coefficients (of the kind published by OCIMF for VLCCs). Surge, yaw, fishtailing and waves add dynamic load on top, often several times the steady value. It is a planning aid, not a mooring analysis.

    Hour by hour

    TimeVerdictTideCurrent sets (est.)Wind (from)AngleExpected hawser load if tug stoppedTug pull needed to hold her
    Date / timeFromknGust

    Tide times Auto · Official tide tables 2026–27

    Date / timeTideHeight m
    Rules and limits

    The tug may be stopped when the wind blows within the angle limit of the way the current sets, the wind is above the light-air limit, and it is not slack water. In light airs, a stop is possible when the estimated current is above the set speed. Current speed is estimated from the tide: zero at HW and LW, strongest mid-tide, scaled by the tide range against the peak stream you set for the berth. Directions are degrees true.

    SBM hawser with the tug stopped

    At an SBM the tanker swings to wind and stream on the hawser. The planner works out the heading she settles on, the steady hawser load and the hawser angle off the bow, and keeps the tug if the angle or the load is over its limit, or if the hawser would go slack (ship riding up on the buoy). Loads are steady values from typical tanker wind and current coefficients; surge and yaw can add a lot to them.

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