3.4 Running Fixes, Transferred Position Lines & Electronic Aids
Key Takeaways
A Running Fix determines a vessel's position when only a single charted landmark or light is visible, by transferring the first position line forward by the net ground run (water run + tidal stream) to intersect a second bearing line taken later.
For maximum accuracy in a running fix, the bearing of the landmark should change by at least 30° to 60° between sights, typically by taking the first bearing before the object is abeam and the second after it passes abeam.
Modern GNSS/GPS delivers high horizontal accuracy under normal conditions, but navigators must monitor Receiver Autonomous Integrity Monitoring (RAIM) and Horizontal Dilution of Precision (HDOP < 2.0 ideal, > 5.0 suspect) to detect degraded satellite geometry.
Chart datum shifts between satellite WGS84 coordinates and older regional chart datums (such as OSGB36 or ED50) can introduce positional offsets of tens to hundreds of metres, leading to catastrophic grounding if uncorrected.
On marine radar, range rings and Variable Range Markers (VRMs) provide far greater navigational precision than Electronic Bearing Lines (EBLs) due to radar horizontal beam-width distortion.
3.4 Running Fixes, Transferred Position Lines & Electronic Aids
Note
Core Principle: When cruising along a featureless coast, during night landfalls, or in reduced visibility, only a single charted landmark may be visible. A Running Fix solves this by taking two bearings of the same landmark separated in time, transferring the first position line forward by the net ground run to intersect the second line.
While electronic navigation systems—including GNSS/GPS, electronic chartplotters, and marine radar—dominate modern bridge operations, they introduce specialized vulnerabilities. The prudent Yachtmaster treats electronics as powerful aids while constantly validating them against visual transferred position lines, depth contours, and radar clearing ranges.
The Geometry and Procedure of a Running Fix
A running fix transfers a line of position (LOP) through time. Because the vessel travels across the seabed between sightings, the first LOP must be translated by both the distance run through water and the tidal stream during the elapsed interval.
Step-by-Step Construction Procedure
- First Bearing (Time ): Sight charted mark at Time (e.g., 1000 UT). Correct for Variation to find True Bearing. Plot position line (LOP 1) from mark out to sea (single arrow at each end). Note log reading (e.g., 14.2 NM).
- Run on Course: Steer a steady heading while mark draws abeam. Record speed, leeway, and course.
- Second Bearing (Time ): When bearing changes by 30°–60° (e.g., at 1045 UT), take second bearing. Plot LOP 2. Note log reading (e.g., 17.6 NM; water run = 3.4 NM).
- Water Track Vector: From any point on LOP 1 (Point X), draw line along True Course Steered (corrected for leeway). Measure log distance (3.4 NM) to Point W (
>). - Tidal Stream Vector: From Point W, lay off tidal vector for elapsed interval (Set and scaled Drift) to Point Y (
>>>). Vector XY represents net ground run. - Transfer LOP 1: Draw line through Point Y parallel to LOP 1 across LOP 2 (Transferred LOP 1, marked
>>----->>). - Mark the Fix: Intersection of Transferred LOP 1 with LOP 2 is the Fix at Time (circle with dot, label "Fix 1045").
Running Fix Procedure Summary Table
| Step | Action Taken | Chart Notation | Critical Seamanship Check |
|---|---|---|---|
| 1. Sight 1 () | Take HBC bearing to landmark | Single arrow on line (>) | Record log to nearest 0.1 NM and UTC minute |
| 2. Water Run | Plot course steered + log distance from LOP 1 | Single arrow on vector (>) | Include leeway allowance if wind on beam |
| 3. Tidal Vector | Add tidal set & drift for elapsed interval | Three arrows on vector (>>>) | Scale drift to exact fraction of hour elapsed |
| 4. Transfer LOP 1 | Draw line parallel to LOP 1 through tip of tide | Double arrows at ends (>>---<<) | Verify parallel rule did not slip |
| 5. Sight 2 () | Take 2nd HBC bearing to landmark | Single arrow on line (>) | Bearing change should be 30°–60° |
| 6. The Fix | Intersection of Transferred LOP 1 and LOP 2 | Dot inside circle with time (⊙ 1045) | Check soundings against depth sounder |
Electronic Navigation Aids: GNSS, RAIM & Chart Datums
GNSS calculates position by timing radio signals transmitted from satellites to an onboard receiver.
Receiver Autonomous Integrity Monitoring (RAIM)
RAIM uses redundant satellite measurements to detect clock or signal errors:
- Basic 3D Positioning: Requires 4 satellites (coordinates X, Y, Z plus receiver clock bias).
- RAIM Fault Detection: Requires 5 satellites to flag a corrupt signal.
- RAIM Fault Exclusion: Requires 6 satellites to isolate and discard the faulty satellite.
- Action: If a "RAIM Alert" appears, increase clearing margins and verify position with visual sights or depth contours.
Horizontal Dilution of Precision (HDOP)
HDOP measures the geometric quality of visible satellites:
- HDOP < 2.0: Optimum geometry; high horizontal accuracy.
- HDOP 2.0 to 5.0: Moderate geometry; acceptable for coastal passages.
- HDOP > 5.0: Poor geometry; positions suspect.
The Critical Hazard of Chart Datums (WGS84 vs. Regional Datums)
Every nautical chart is constructed on a mathematical model of Earth curvature known as a Geodetic Datum:
- WGS84 (World Geodetic System 1984): The universal global datum used by GPS receivers.
- Regional Datums: Older charts were surveyed using regional datums, such as OSGB36 (UK), ED50 (Europe), or NAD27 (North America).
Warning
The Datum Shift Peril: The coordinate grid of an older chart can differ from WGS84 by several hundred meters. Plotting a WGS84 coordinate directly onto an ED50 chart without applying the charted datum shift note can displace the plotted position by 150 to 300 meters—often the distance between safe deep water and a lethal reef!
Using Raster and Vector Charts
A raster chart is an electronic image of a paper chart. Magnifying it enlarges the same pixels; it does not add survey detail. A vector chart stores selectable objects and attributes, allowing layers and detail to change with display settings and scale. An official ENC is a vector chart; a recreational chartplotter is not automatically an approved ECDIS.
Before a passage, check chart coverage, edition/updates, datum, scale and display settings. Inspect the whole route at appropriate detail so that a small-scale overview does not conceal a danger. Cross-check the plotted position and route against independent observations and suitable backup navigation information.
Sources: UKHO chart formats; MCA electronic navigation guidance.
Fixing from a Known Waypoint
Check a waypoint’s charted coordinates and datum, then select it as the active destination. Set bearings to True and distances to nautical miles. Record the time, the current bearing to the waypoint and its direct distance; do not substitute the original route course or distance along a multi-leg route.
From the waypoint on the chart, plot the reciprocal bearing and mark the measured distance. For example, BRG090°T and DTW3.0NM place the yacht 3.0NM along 270°T from the waypoint. Label and time the fix. Both readings come from the same receiver solution, so they do not independently check GNSS accuracy; compare with visual/radar fixes or other suitable observations.
Sources: Garmin marine receiver data fields, MCA electronic navigation guidance.
Radar Fixing and Echo Sounder Navigation
Marine radar provides an all-weather positioning sensor independent of external satellite networks.
Radar Ranges vs. Radar Bearings
- Radar Ranges (Variable Range Marker, VRM): Highly Accurate. Radar pulses measure speed-of-light travel time to a target with an accuracy of tens of meters. Intersecting two or three VRM range arcs from distinctive headlands or breakwaters produces an exceptionally tight fix.
- Radar Bearings (Electronic Bearing Line, EBL): Subject to Error. Radar horizontal beam width smears physical targets tangentially, degrading bearing precision; heading errors also affect bearings.
- Seamanship Rule: Always prefer two or three radar ranges over radar bearings for fixing position.
Echo Sounder Contour Navigation
A depth sounder can provide a useful position check. Establish whether it reads below the transducer, keel or surface and apply the offset to obtain total water depth. Subtract the height of tide above chart datum before comparing with a charted contour. Where the seabed profile is distinctive, cross that depth position line with an independent transit or radar range. Allow for survey error, changing seabed and uncertainty in tidal height; the same depth may occur in several places.
The Concept of the "Area of Uncertainty"
A plotted position has uncertainty; assess it from the method and conditions rather than assigning a fixed radius:
- Visual Three-Bearing Fix: Consider bearing errors, distance to the marks, cut angles and common errors.
- DR / EP: Start with the previous fix’s uncertainty and allow for uncertain heading, log distance, leeway and current over the elapsed time.
- GPS / GNSS: Consider receiver accuracy and integrity indications, installation, interference and chart datum. Good satellite geometry alone does not guarantee a safe position.
When passage planning near lee shores, sandbanks, or submerged wrecks, never draw courses that pass within the vessel's current Area of Uncertainty. Clearing lines, safety contours, and clearing bearings must be established outside this buffer zone.
When transferring the first visual position line (Time 1) forward to intersect the second position line (Time 2) in a running fix, what vector must be applied to bridge the elapsed time interval?
Only the dead reckoning water track, because tidal streams cancel out over short intervals
The vessel's speed over ground without applying leeway
Only the tidal stream vector, plotted backward from the second bearing line
The net ground track vector, composed of the water track (course steered + log distance + leeway) plus the tidal stream vector for that elapsed time interval
When using marine radar to establish a position fix, why do navigators strongly prefer intersecting two or more radar ranges (using VRM) over intersecting two radar bearings (using EBL)?
Radar ranges are far more precise because pulse timing is exact, whereas radar bearings are subject to horizontal beam-width distortion and heading alignment errors
Radar bearings cannot be converted to True bearings without a gyrocompass
Radar ranges are automatically corrected for tidal stream and vessel leeway
Radar transmitters only measure bearing when operating in Doppler mode
A skipper plots a GPS position directly onto an older nautical chart without checking the chart notes. The chart is referenced to European Datum 1950 (ED50), while the GPS receiver outputs coordinates in WGS84. What is the navigational hazard?
The GPS will sound a continuous RAIM failure alarm and cease tracking satellites
The depth sounder will read depths in feet rather than metres
The boat's magnetic compass will reverse polarity due to the geodetic spheroid difference
A systematic datum shift (often tens to hundreds of metres) exists between WGS84 and ED50, causing the plotted position to be dangerously displaced relative to charted rocks and hazards
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