Advanced tide prediction tool with multiple calculation methods, detailed visualizations, and comprehensive tidal data for marine navigation and coastal activities.
Calculate High Tide Time
The time difference between moon transit and the following high tide at your location
Tide & Moon Relationship
The gravitational pull of the moon creates tidal bulges on Earth. The lunitidal interval represents the delay between the moon’s transit and high tide.
Advanced Calculation Options
Tidal Constituents
Visual representation of the main tidal constituents affecting your location.
Tide Prediction & Forecast
Tide Prediction Chart
Tide Table
Date | Time | Height | Type |
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Tidal Analysis & Visualizations
Tide Height Over 24 Hours
Moon Phase Impact on Tides
Tidal Range Visualization
Advanced Lunitidal Calculations
The lunitidal interval is the time difference between the moon’s transit (when the moon is directly overhead or underfoot) and the next high tide at a specific location. Advanced calculations account for multiple tidal constituents and local factors.
Standard Calculation
High Tide Time = Moon Transit Time + Lunitidal Interval
Harmonic Calculation
Uses multiple tidal constituents (M2, S2, K1, O1) for higher precision predictions.
This interval varies by location due to factors such as:
- Local geography and bathymetry (underwater topography)
- Coastal shape and orientation
- Ocean basin resonance
- Coriolis effect from Earth’s rotation
- Atmospheric pressure and wind conditions
To find the lunitidal interval for your location, consult tide tables or nautical almanacs that provide both moon transit times and high tide times for your area. For precise navigation, always use official tide tables in conjunction with these calculations.
Lunitidal Interval Calculator
Master tidal predictions with our comprehensive guide and interactive calculator
Essential tool for mariners, fishermen, and coastal enthusiasts
Lunitidal Interval Calculator
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Calculation Results
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Tide Prediction for Next 3 Days
How the Lunitidal Interval Works
Lunar Influence on Tides
The gravitational pull of the moon is the primary force behind tidal movements. As the moon orbits Earth, it creates bulges in the Earth’s oceans, resulting in high tides.
The lunitidal interval measures how long it takes for the tidal wave to travel from the sublunar point (point directly under the moon) to a specific coastal location.
Key Point:
The lunitidal interval remains relatively constant for a given location, making it a reliable predictor of future tides.
Visualizing the Concept
Animation showing relationship between moon position and tide level
Factors Affecting Lunitidal Interval
1. Geographic Location
The shape of the coastline, water depth, and ocean basin morphology significantly influence how quickly the tidal wave propagates.
2. Lunar Declination
The moon’s path relative to the Earth’s equator affects tide patterns and can cause variations in the lunitidal interval.
3. Meteorological Conditions
Weather patterns, particularly atmospheric pressure and wind, can modify tidal heights and timing.
Lunitidal Interval Formulas
Basic Calculation Formula
Lunitidal Interval = High Tide Time – Moon Transit Time
This simple formula forms the basis of lunitidal interval calculation. However, in practice, several adjustments are necessary for accuracy:
- Times must be converted to a common reference (typically UTC)
- The interval is usually expressed in hours and minutes
- For some locations, the interval may be negative if the tide precedes the moon’s transit
Advanced Calculations
Tide Height Prediction
H = M + (A × cos(30° × D))
Where:
- H = Predicted tide height
- M = Mean tide level
- A = Tidal amplitude
- D = Days from spring tide
Lunitidal Interval Correction
CI = BI + (0.07 × sin(2 × L))
Where:
- CI = Corrected interval
- BI = Base interval
- L = Lunar longitude
Practical Applications
Navigation
Mariners use lunitidal intervals to plan safe passage through shallow waters, avoiding running aground during low tide.
Fishing
Fishermen rely on tidal predictions to determine the best times for fishing, as many species are more active during specific tidal phases.
Coastal Safety
Emergency services and coastal managers use tidal predictions to anticipate flooding risks and plan evacuations when necessary.
Construction
Coastal construction projects schedule work around tidal patterns to ensure worker safety and prevent equipment damage.
Recreation
Beachgoers, surfers, and boaters use tidal information to plan activities for optimal conditions and safety.
Scientific Research
Oceanographers and climate scientists study tidal patterns to understand sea-level changes and coastal erosion.
Frequently Asked Questions
What is the difference between lunitidal interval and establishment of the port?
The lunitidal interval and establishment of the port are related but distinct concepts. The lunitidal interval is the time difference between the moon’s transit and the following high tide at a specific location. The establishment of the port is the average lunitidal interval for a particular port or location, often calculated over many years of observations.
While the lunitidal interval can vary slightly due to lunar declination and other factors, the establishment of the port provides a standardized value that mariners can use for tidal predictions without needing to calculate the interval each time.
Why does the lunitidal interval vary by location?
The lunitidal interval varies by location primarily due to differences in ocean basin geometry, coastal topography, and water depth. These factors affect how quickly the tidal wave propagates from the open ocean to specific coastal areas.
For example, in wide, shallow continental shelves, tidal waves travel more slowly than in deep ocean basins. Additionally, complex coastlines with bays, inlets, and estuaries can create resonant effects that further modify the timing of tides.
How accurate are tidal predictions based on lunitidal intervals?
Tidal predictions based on lunitidal intervals are generally accurate for timing but may have limitations regarding height predictions. The primary factors affecting accuracy include:
- Meteorological conditions (wind, atmospheric pressure)
- Seasonal variations in water temperature and density
- Local geographic features that modify tidal patterns
- Long-term sea level changes
For most practical purposes, predictions based on established lunitidal intervals are sufficiently accurate, but for critical applications, real-time observations and advanced modeling should be used.
Can I use the lunitidal interval for predicting low tides?
Yes, the lunitidal interval can be used to predict low tides as well. Since tides follow a semi-diurnal pattern in most locations (two high tides and two low tides each day), the time between high and low tide is approximately 6 hours and 12 minutes.
Therefore, if you know the time of high tide from the lunitidal interval calculation, you can estimate the following low tide by adding approximately 6 hours and 12 minutes. However, this interval can vary slightly depending on the location and lunar phase.
How do I account for daylight saving time in my calculations?
When calculating lunitidal intervals, it’s essential to use a consistent time reference. The standard practice is to use Coordinated Universal Time (UTC) for all astronomical calculations, including moon transit times.
If your local tide times are recorded in daylight saving time, you should first convert them to standard time (or directly to UTC) before performing the calculation. Our calculator includes timezone adjustments to simplify this process.
Master Tidal Predictions
Understanding and calculating the lunitidal interval is a valuable skill for anyone involved in maritime activities, coastal management, or ocean recreation. With the knowledge and tools provided in this guide, you can make accurate tidal predictions for your specific needs.
Remember: Always consult official tide tables for critical navigation and safety decisions.