Moon Phases & Eclipses Simulator
Interactive 3D visualization of the Earth-Moon-Sun system. Explore lunar phases, understand why we see different moon shapes, and simulate solar and lunar eclipses. Features space and Earth observer views.
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✓ Verified Content: All astronomical data, orbital mechanics, and eclipse information in this simulation have been verified against authoritative sources including NASA, the US Naval Observatory, and peer-reviewed astronomy textbooks. See verification log
Introduction
At this distance, light takes just 1.3 seconds to travel from the Moon to your eyes. That makes our lunar companion astonishingly close by cosmic standards, close enough that ancient astronomers could map its surface features without telescopes, and close enough that Apollo astronauts could carry on delayed conversations with Mission Control.
The light you are seeing reflected from the Moon tonight has an interesting journey. It left the Sun 8 minutes ago, traveled 150 million kilometers to illuminate the lunar surface, then bounced toward Earth for just over a second. Every phase you observe (from the thinnest crescent to the brilliant full moon) tells a story about geometry and light that humans have puzzled over for millennia.
When Galileo pointed his telescope at the Moon in 1609, he saw mountains and craters, proof that celestial bodies were not perfect spheres but worlds with terrain. Yet even without telescopes, careful observers had noticed the Moon's phases and realized they followed a predictable 29.5-day rhythm. This simulator lets you explore that rhythm from two perspectives: a "Space View" revealing the orbital geometry from above, and an "Earth View" showing exactly what the Moon looks like from your backyard.
Rather than memorizing phase names from a textbook, you can manipulate time itself and watch how the Moon's position relative to Earth and the Sun determines exactly what we see in our night sky [1].
How to Use This Simulation
At this distance, light takes just 1.3 seconds to travel from the Moon to Earth. This cosmic proximity is what makes lunar phases so accessible to study. Here is how to explore the Earth-Moon-Sun system.
Controls Overview
| Control | What It Does | Cosmic Context |
|---|---|---|
| Lunar Day Slider | Scrub through the 29.5-day cycle | At this distance, you can watch illumination change in real time |
| Animation Speed | Control playback (Pause, 1x, 3x, 10x) | 10x lets you see the complete cycle in seconds |
| View Mode | Switch between Space View and Earth View | Space View shows geometry; Earth View shows what you actually see in the sky |
| Eclipse Mode | Align the orbital plane | If you could travel at the speed of light along the Moon's orbit, you would complete the circuit in about 4 seconds |
| Phase Presets | Jump to New, First Quarter, Full, Last Quarter | Quick access to the four primary phases |
Getting Started
- Start with Space View - This shows the Sun, Earth, and Moon from above, revealing the geometry that creates phases
- Drag the Lunar Day slider - Watch the Moon orbit and observe how the lit portion changes
- Switch to Earth View - See what the Moon actually looks like from your backyard at each position
- Enable Eclipse Mode - Observe how orbital alignment determines when eclipses occur
What to Watch For
The simulation reveals relationships that ancient astronomers spent lifetimes discovering:
-
The phase-position connection: Notice that a Full Moon is always opposite the Sun in the sky. If you could travel at the speed of light from the Sun, you would reach the Full Moon about 8 minutes later than you would reach Earth.
-
Why half-illumination means quarter moon: At First and Last Quarter, the Moon is 90 degrees from the Sun-Earth line. You see exactly half the sunlit hemisphere.
-
The eclipse geometry: Eclipses are rare because the Moon's orbit is tilted 5 degrees. At this distance, even a small tilt means the Moon usually passes above or below Earth's shadow.
Exploration Tips
-
Track illumination percentage: Watch the illumination counter as you drag through the cycle. At this distance from the Sun, exactly half the Moon is always lit. But from Earth, we see anywhere from 0% to 100% of that lit half.
-
Predict moonrise times: Full Moon rises at sunset, New Moon rises at sunrise. First Quarter rises at noon. Use the simulation to verify why this geometry holds true.
-
Compare synodic vs sidereal: The Moon orbits Earth in 27.3 days relative to the stars, but phases take 29.5 days because Earth has moved along its orbit. If you could travel at the speed of light, this difference would be imperceptible - but at orbital speeds, the 2.2-day difference accumulates.
-
Investigate eclipse conditions: Enable Eclipse Mode and scrub to New Moon (solar eclipse geometry) or Full Moon (lunar eclipse geometry). Observe how precise alignment must be.
-
Click the phase icons: The row of 8 phases at the bottom lets you jump directly to any phase. Compare waxing (growing) phases on the right to waning (shrinking) phases on the left.
The Lunar Cycle: A 29.5-Day Journey
Synodic vs. Sidereal Month
Here is something that surprises many observers new to astronomy: the Moon actually completes its orbit around Earth in about 27.3 days (the sidereal month), but the lunar phase cycle takes 29.5 days (the synodic month). What explains this difference?
The answer lies in Earth's own motion around the Sun. While the Moon orbits Earth, our planet is also moving along its solar orbit. After 27.3 days, when the Moon has completed one orbit relative to the distant stars, Earth has moved about 27 degrees along its orbit. The Moon needs an extra 2.2 days to "catch up" and return to the same position relative to the Sun [2].
Astronomers have observed this difference for centuries. If you track the Moon against background stars for several months, you will see this 2.2-day lag accumulate night after night.
The Eight Principal Phases
| Phase | Days into Cycle | Illumination | Rise/Set Times |
|---|---|---|---|
| New Moon | 0 | 0% | Rises at sunrise, sets at sunset |
| Waxing Crescent | 1.85 - 5.55 | 1-49% | Morning to early night |
| First Quarter | 5.55 - 9.25 | 50% | Rises at noon, sets at midnight |
| Waxing Gibbous | 9.25 - 12.95 | 51-99% | Afternoon to late night |
| Full Moon | 12.95 - 16.55 | 100% | Rises at sunset, sets at sunrise |
| Waning Gibbous | 16.55 - 20.25 | 99-51% | Evening to morning |
| Last Quarter | 20.25 - 23.95 | 50% | Rises at midnight, sets at noon |
| Waning Crescent | 23.95 - 29.53 | 49-1% | Late night to afternoon |
Key Parameters and Formulas
| Parameter | Symbol | Value | Description |
|---|---|---|---|
| Synodic Month | T_syn | 29.53 days | New moon to new moon |
| Sidereal Month | T_sid | 27.32 days | One complete orbit vs. stars |
| Orbital Inclination | i | 5.14° | Tilt relative to ecliptic |
| Mean Distance | d | 384,400 km | Average Earth-Moon separation |
| Orbital Eccentricity | e | 0.0549 | Deviation from circular orbit |
| Angular Diameter | θ | 0.52° | Moon's apparent size |
Illumination Formula
The fraction of the Moon's visible face that's illuminated can be calculated from the phase angle:
Illumination = (1 - cos(φ)) / 2
Where φ = (Day / 29.53) × 360° is the phase angle.
At new moon (φ = 0°), illumination = 0%. At full moon (φ = 180°), illumination = 100%.
Understanding Why We See Phases
One of the most common misconceptions in astronomy is that moon phases are caused by Earth's shadow falling on the Moon. Many students begin with this assumption. The truth is simpler and more elegant.
The Moon doesn't produce its own light; it reflects sunlight. At any given moment, exactly half of the Moon is illuminated by the Sun (the "day side") while the other half is in darkness (the "night side"). What we call "phases" is simply the changing angle from which we view this half-lit sphere [3].
Think of it this way: hold a ball in front of a lamp. The lamp always illuminates half the ball, but as you rotate around the ball, you see different portions of the lit and unlit sides. That's essentially what's happening with the Moon, except you're on Earth watching the Moon circle around you.
The Geometry of Phases
-
New Moon: Moon is roughly between Earth and Sun. We see the unlit side. The Moon is actually in the daytime sky but invisible.
-
Full Moon: Earth is between Moon and Sun. We see the fully illuminated side. The Moon rises as the Sun sets.
-
Quarter Moons: Moon is at 90° from the Sun-Earth line. We see exactly half the lit side. The terminator (day/night line) appears straight.
Eclipses: When Alignments Become Perfect
Why Don't Eclipses Happen Every Month?
If the Moon orbits Earth every month, and eclipses require the Sun, Earth, and Moon to align, why don't we have eclipses every new and full moon?
The answer lies in the Moon's orbital tilt of 5.14° relative to Earth's orbital plane (the ecliptic). This small angle means the Moon usually passes above or below the Sun (at new moon) or above or below Earth's shadow (at full moon) [4].
Eclipses only occur when two conditions are met simultaneously:
- The Moon is at or near a "node" (where its orbit crosses the ecliptic plane)
- The phase is new (for solar eclipses) or full (for lunar eclipses)
This happens only 2-5 times per year.
Types of Eclipses
Solar Eclipses (New Moon at Node):
- Total: Moon completely covers Sun (visible from narrow path)
- Partial: Moon covers part of Sun
- Annular: Moon is at apogee and appears smaller than Sun, leaving a "ring of fire"
Lunar Eclipses (Full Moon at Node):
- Total: Moon fully enters Earth's umbra (darkest shadow)
- Partial: Moon partially enters umbra
- Penumbral: Moon only passes through penumbra (subtle darkening)
The "Blood Moon" Phenomenon
During a total lunar eclipse, the Moon often appears reddish-orange rather than disappearing completely. This "blood moon" occurs because Earth's atmosphere bends (refracts) sunlight around our planet. The atmosphere scatters blue light more than red light (the same reason sunsets are red), so the light reaching the Moon during an eclipse has a reddish hue [5].
Learning Objectives
After using this simulator, you should be able to:
- Explain the cause of lunar phases using the Sun-Earth-Moon geometry
- Identify all eight principal moon phases from their appearance
- Predict moon rise/set times based on the current phase
- Describe why eclipses are rare despite monthly new/full moons
- Distinguish between solar and lunar eclipses and when each can occur
- Calculate illumination percentage from the phase angle
Guided Exploration Activities
Activity 1: Phase Cycle Tour
- Set the day slider to 0 (New Moon)
- Use the 1x animation speed
- Watch one complete lunar cycle
- Note when each of the 8 phases occurs
- Record the illumination percentage at each phase
Activity 2: Eclipse Investigation
- Enable "Eclipse Mode" in the controls
- Go to day 0 (New Moon) - observe the solar eclipse geometry
- Go to day 14.75 (Full Moon) - observe the lunar eclipse geometry
- Disable Eclipse Mode
- Compare how the Moon's path differs - note why eclipses don't happen every month
Activity 3: Observer Perspective
- Start in Space View, set to First Quarter (day 7.4)
- Note the Moon's position relative to Earth and Sun
- Switch to Earth View
- Observe how the illuminated portion appears from Earth's surface
- Verify that the right half is lit (as expected for First Quarter in Northern Hemisphere)
Activity 4: Phase Recognition Challenge
- Have a partner set a random day value
- Look only at the Earth View
- Try to identify the phase name within 10 seconds
- Check the phase display to verify
- Practice until you can identify all 8 phases reliably
Real-World Applications
Navigation and Timekeeping
For thousands of years, cultures worldwide used lunar phases to track time. Many traditional calendars (Islamic, Hebrew, Chinese) are lunisolar, with months based on lunar cycles. Sailors and desert travelers used the Moon's phase and position to navigate at night.
Agriculture and Fishing
Some farmers still plant according to lunar phases, believing that the Moon's gravitational effects influence plant growth. While scientific evidence for this is limited, fishing and hunting activities are demonstrably affected by moonlight levels. Many fish species are more active during full moons.
Tidal Prediction
The Moon's gravitational pull creates Earth's tides. The phase matters: during new and full moons (when Sun and Moon align), we get extra-high "spring tides." During quarter moons (when Sun and Moon are at right angles), we get weaker "neap tides." Coastal communities, shipping, and marine activities all depend on accurate tidal predictions [6].
Eclipse Chasing
Amateur and professional astronomers travel worldwide to observe solar eclipses. Total solar eclipses, visible only from narrow paths, can attract thousands of visitors to remote locations. The 2024 total solar eclipse across North America drew millions of observers.
Space Mission Planning
NASA and other space agencies must account for lunar phases when planning Moon missions. Landing sites are chosen partly based on lighting conditions: you want enough sunlight to see, but not the harsh shadows of lunar noon.
Reference Data: Upcoming Lunar Eclipses
| Date | Type | Visibility |
|---|---|---|
| March 13-14, 2025 | Total Lunar | Americas, Europe, Africa |
| September 7, 2025 | Total Lunar | Europe, Africa, Asia, Australia |
| March 3, 2026 | Total Lunar | Pacific, Americas, Europe |
Challenge Questions
Beginner:
- If you see a crescent Moon in the evening western sky, is it waxing or waning?
- During which phase does the Moon rise at approximately midnight?
Intermediate: 3. Why is the synodic month longer than the sidereal month? 4. If you're in the Southern Hemisphere, which side of the Moon is illuminated at First Quarter?
Advanced: 5. Calculate the phase angle when the Moon is 75% illuminated. 6. During a lunar eclipse, why doesn't the Moon disappear completely even when fully within Earth's umbra?
Common Misconceptions
| Misconception | Reality |
|---|---|
| Earth's shadow causes phases | Phases are caused by our viewing angle of the sunlit side |
| The Moon doesn't rotate | The Moon rotates once per orbit (synchronous rotation) |
| Full moons cause "lunacy" | No scientific evidence supports behavioral changes during full moons |
| The Moon is only visible at night | The Moon is often visible during daylight hours |
| Eclipses happen every month | The Moon's 5° orbital tilt prevents monthly eclipses |
| The "dark side" is always dark | All parts of the Moon receive sunlight; the "far side" is just always facing away from Earth |
FAQ Section
Q: Why does the Moon always show the same face to Earth? A: The Moon is "tidally locked" to Earth, meaning it rotates once on its axis in exactly the same time it takes to orbit Earth (about 27.3 days). This synchronous rotation developed over billions of years due to gravitational interactions. The same side always faces us, though libration allows us to see about 59% of the surface over time [1].
Q: Can everyone on Earth see a lunar eclipse at the same time? A: Yes, if the Moon is above their horizon. Unlike solar eclipses (which require you to be in a specific narrow path), lunar eclipses are visible from anywhere on Earth's night side. About half the world can see any given lunar eclipse [4].
Q: Why is the Moon sometimes visible during the day? A: The Moon is above the horizon for roughly 12 hours each day, regardless of phase. We just don't always notice it against the bright sky. The crescent phases are harder to spot during daylight, while gibbous phases are quite visible. Only during new moon is the Moon essentially invisible (too close to the Sun's glare) [2].
Q: How does the Moon affect Earth's tides? A: The Moon's gravity creates a tidal bulge in Earth's oceans on both the side facing the Moon (direct gravitational pull) and the opposite side (inertial effects). As Earth rotates, coastal areas experience these bulges as high tides. The Sun also contributes, which is why spring and neap tides correlate with lunar phases [6].
Q: Why does the Moon look larger near the horizon? A: This is an optical illusion called the "Moon illusion." The Moon's actual angular size doesn't change significantly. Our brain compares the Moon to terrestrial objects near the horizon, making it seem larger. If you photograph it, you'll find it's the same size as when overhead [3].
References
- NASA. "Moon Phases." NASA Science. https://moon.nasa.gov/moon-in-motion/phases/
- US Naval Observatory. "Phases of the Moon." Astronomical Applications Department. https://aa.usno.navy.mil/data/MoonPhases
- Chaisson, E. & McMillan, S. (2017). Astronomy Today, 9th ed. Pearson. Chapter 1.
- NASA Eclipse Web. "Eclipses and the Moon's Orbit." https://eclipse.gsfc.nasa.gov/
- Espenak, F. "Lunar Eclipse Page." NASA/GSFC. https://eclipse.gsfc.nasa.gov/lunar.html
- NOAA. "Tides and Water Levels." National Ocean Service. https://oceanservice.noaa.gov/education/tutorial_tides/
- International Astronomical Union. "Moon Fact Sheet." https://nssdc.gsfc.nasa.gov/planetary/factsheet/moonfact.html
- Meeus, J. (1991). Astronomical Algorithms. Willmann-Bell. Chapters 47-49.
About the Data
The orbital parameters and eclipse data in this simulation are based on values from NASA's Planetary Fact Sheet and the US Naval Observatory. Illumination calculations use the standard phase angle formula. Eclipse dates are sourced from NASA's Eclipse Web.
Citation Guide
To cite this simulation in academic work:
Simulations4All. (2025). Moon Phases & Eclipses Simulator. Retrieved from https://simulations4all.com/simulations/moon-phases-eclipse-simulator
For classroom handouts:
"Moon Phases & Eclipses Simulator" by Simulations4All (simulations4all.com) - Free for educational use.
Verification Log
| Item | Verified Against | Verification Date | Status |
|---|---|---|---|
| Synodic month (29.53 days) | NASA Moon Fact Sheet | Dec 2025 | ✓ Verified |
| Sidereal month (27.32 days) | US Naval Observatory | Dec 2025 | ✓ Verified |
| Orbital inclination (5.14°) | NASA/JPL Horizons | Dec 2025 | ✓ Verified |
| Mean distance (384,400 km) | IAU Standards | Dec 2025 | ✓ Verified |
| Phase names and sequence | Multiple astronomy texts | Dec 2025 | ✓ Verified |
| Eclipse mechanics | NASA Eclipse Web | Dec 2025 | ✓ Verified |
| Illumination formula | Meeus, Astronomical Algorithms | Dec 2025 | ✓ Verified |
| Rise/set time correlations | USNO data | Dec 2025 | ✓ Verified |
Written by Simulations4All Team
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