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Tidal Current Calculator

Predict current speed using the rule of twelfths

Max Current

3.5 kn

Tide Range

7.8 ft

Direction

Flood

Max Current Speed

3.5

knots (Flood)

Tide Range

7.8 ft

Mid-Tide Rate

3.5 kn

Hourly Current (Rule of Twelfths)

Hour 1
1.2 kn1/12
Hour 2
2.3 kn2/12
Hour 3
3.5 kn3/12
Hour 4
3.5 kn3/12
Hour 5
2.3 kn2/12
Hour 6
1.2 kn1/12

Passage Timing Guide

Slack water (safest)0.0 kn
Hour 1 & 6 (mild)1.2 kn
Hour 2 & 5 (moderate)2.3 kn
Hour 3 & 4 (strongest)3.5 kn

Rule of Twelfths

How it works:

A tidal cycle (~6h 12m) divides into 6 hours. The tide rises/falls by 1/12, 2/12, 3/12, 3/12, 2/12, 1/12 of its total range each hour.

Current speed follows the same pattern:

Current is weakest near high and low water (slack), strongest at mid-tide (hours 3–4).

What You'll Need

Suunto A-30 Baseplate Compass with Clinometer

Suunto A-30 Baseplate Compass with Clinometer

$25-$404.5
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Gill Marine Sailing Gloves Deckhand 3/4 Finger

Gill Marine Sailing Gloves Deckhand 3/4 Finger

$25-$354.4
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Davis Instruments Quick Reference Navigation Rules Card

Davis Instruments Quick Reference Navigation Rules Card

$8-$124.6
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Star Brite Ultimate Aluminum Cleaner & Restorer 64oz

$18-$254.5
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3M Marine Adhesive Sealant 5200 Fast Cure White 3oz

$14-$204.5
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Shoreline Marine Bilge Pump 600 GPH 12V

$15-$254.3
View on Amazon
Suunto A-30 Baseplate Compass with Clinometer

Suunto A-30 Baseplate Compass with Clinometer

$25-$404.5
View on Amazon
Gill Marine Sailing Gloves Deckhand 3/4 Finger

Gill Marine Sailing Gloves Deckhand 3/4 Finger

$25-$354.4
View on Amazon
Davis Instruments Quick Reference Navigation Rules Card

Davis Instruments Quick Reference Navigation Rules Card

$8-$124.6
View on Amazon

Star Brite Ultimate Aluminum Cleaner & Restorer 64oz

$18-$254.5
View on Amazon

3M Marine Adhesive Sealant 5200 Fast Cure White 3oz

$14-$204.5
View on Amazon

Shoreline Marine Bilge Pump 600 GPH 12V

$15-$254.3
View on Amazon

As an Amazon Associate, we earn from qualifying purchases.

Frequently Asked Questions

Q

What is the rule of twelfths for tidal currents?

The rule of twelfths divides a tidal cycle (approximately 6 hours 12 minutes) into six equal periods. The tide rises or falls by 1/12, 2/12, 3/12, 3/12, 2/12, and 1/12 of its total range each hour. Current speed follows the same proportional pattern.

  • Hour 1: 1/12 of range — current at ~33% of maximum speed
  • Hour 2: 2/12 of range — current at ~67% of maximum speed
  • Hours 3–4: 3/12 of range each — current at 100% maximum speed
  • Hour 5: 2/12 of range — current drops to ~67% of maximum
  • Hour 6: 1/12 of range — current weakest at ~33% before slack
HourFraction of RangeCurrent Speed (% of Max)
Hour 11/1233%
Hour 22/1267%
Hour 33/12100%
Hour 43/12100%
Hour 52/1267%
Hour 61/1233%
Q

When is the best time to enter a harbor with strong tidal currents?

The safest time is at slack water — the brief period when current reverses direction between flood and ebb. If slack water timing is impractical, hours 1 and 6 of the tidal cycle have the weakest currents, at roughly one-third of maximum speed.

  • Slack water occurs approximately every 6 hours 12 minutes between flood and ebb
  • Current at hours 1 and 6 is only 33% of maximum — e.g., 1.2 kn of a 3.5 kn max
  • Mid-tide (hours 3–4) has the strongest current — avoid narrow channels at this time
  • Always favor entering with a flood tide (incoming) for extra depth margin
  • Check local tide tables and current atlases for exact timing at your harbor
Q

What is the difference between tidal range and tidal current speed?

Tidal range is the vertical height difference (in feet or meters) between high and low tide. Tidal current speed is the horizontal flow rate (in knots) of water moving due to the tide. Larger ranges generally produce stronger currents, but local geography greatly affects current speed.

  • Average tidal range worldwide is about 3.3 feet (1 meter)
  • Bay of Fundy has the largest range: up to 53 feet (16 meters)
  • A 10-foot range in an open bay may produce 1–2 knot currents
  • The same 10-foot range in a narrow channel can produce 5–8 knot currents
  • Current speed also depends on channel cross-section and depth
Q

How accurate is the rule of twelfths?

The rule of twelfths is a reasonable approximation for locations with a semidiurnal (twice-daily) tide pattern and a sinusoidal tidal curve. It can be off by 10–15% in areas with mixed tides, river outflows, or irregular coastlines.

  • Works best with standard semidiurnal tides (two highs and two lows per day)
  • Less accurate for diurnal tides (one high and one low per day)
  • River currents add a constant flow on top of the tidal current
  • Weather, wind, and barometric pressure can shift actual timing by 15–30 minutes
  • Official NOAA current predictions use harmonic analysis and are more precise
Q

What is the difference between flood and ebb currents?

Flood current flows inland (rising tide), moving water from ocean into bays and rivers. Ebb current flows seaward (falling tide), draining water back out. Flood typically aligns with approaching high tide, and ebb with approaching low tide.

  • Flood: incoming current — generally flows from open water into harbors and upriver
  • Ebb: outgoing current — flows seaward, often stronger due to river drainage
  • Slack water: brief pause between flood and ebb when current is near zero
  • In many areas, ebb currents are 10–20% stronger than flood due to river outflow
  • Current direction may not reverse exactly at high or low tide — lag is common

Example Calculations

1Harbor Entry Planning (3.5 kn max, flood)

Inputs

High Tide Height10.2 ft
Low Tide Height2.4 ft
Max Current Speed3.5 kn
DirectionFlood

Result

Max Current3.5 knots
Tide Range7.8 ft
Hour 1 & 6 Rate1.17 kn
Hour 2 & 5 Rate2.33 kn
Hour 3 & 4 Rate3.50 kn

Tide range = 10.2 − 2.4 = 7.8 ft. Hourly rates follow 1/3, 2/3, 3/3 of max: 3.5 × (1/3) = 1.17 kn, 3.5 × (2/3) = 2.33 kn, 3.5 × (3/3) = 3.50 kn. Safest entry is during hours 1 or 6 at 1.17 kn.

2Narrow Channel Passage (5.0 kn max, ebb)

Inputs

High Tide Height12.5 ft
Low Tide Height1.0 ft
Max Current Speed5.0 kn
DirectionEbb

Result

Max Current5.0 knots
Tide Range11.5 ft
Hour 1 & 6 Rate1.67 kn
Hour 2 & 5 Rate3.33 kn
Hour 3 & 4 Rate5.00 kn

Tide range = 12.5 − 1.0 = 11.5 ft. Hourly rates: 5.0 × (1/3) = 1.67 kn, 5.0 × (2/3) = 3.33 kn, 5.0 × (3/3) = 5.00 kn. At 5 kn mid-tide, most sailboats cannot make headway against this current.

Formulas Used

Rule of Twelfths

Hourly Rate = MaxCurrent × (Fraction / 3)

Calculates the tidal current speed for each hour of a 6-hour tidal cycle. The fractions are 1/12, 2/12, 3/12, 3/12, 2/12, 1/12. Maximum current corresponds to the 3/12 fraction.

Where:

MaxCurrent= Maximum expected tidal current in knots (from current tables)
Fraction= Rule of twelfths fraction for that hour (1, 2, or 3)
3= Denominator representing the maximum fraction (3/12)

Tidal Range

Range = |High Tide Height − Low Tide Height|

The total vertical distance the water level changes between high and low tide.

Where:

High Tide Height= Water level at high tide in feet above chart datum
Low Tide Height= Water level at low tide in feet above chart datum

Understanding Tidal Currents and the Rule of Twelfths

Tidal currents are the horizontal movement of water caused by the gravitational pull of the moon and sun. Unlike waves, which move water up and down, tidal currents move water horizontally and can reach speeds of several knots in constricted channels. Understanding these currents is essential for safe passage planning.

The rule of twelfths provides mariners with a simple mental model for predicting current strength throughout a tidal cycle. By dividing the six-hour period between high and low water into equal intervals, you can estimate that roughly half the total range change (6/12) occurs during the middle two hours, making mid-tide the period of strongest current.

In practice, always cross-reference the rule of twelfths with official current tables or NOAA current predictions. Local conditions such as channel constrictions, river outflows, and weather patterns can significantly alter both the timing and magnitude of tidal currents.

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Last Updated: Mar 25, 2026

This calculator is provided for informational and educational purposes only. Results are estimates and should not be considered professional financial, medical, legal, or other advice. Always consult a qualified professional before making important decisions. UseCalcPro is not responsible for any actions taken based on calculator results.

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