Air Mass Calculator

Air Mass Calculator calculator can be used to determine the path length that sunlight travels through Earth's atmosphere, which affects the intensity of sunlight reaching a location.

Input Parameters

Calculation Results

Calculation Formula

AM = 1 / cos(α - δ)

Where:
AM = Air Mass
α = Solar Altitude Angle (degrees)
δ = Solar Declination Angle (degrees)

Air Mass Calculator Calculator Usage Guide

Learn how to use the Air Mass Calculator and understand its significance in astronomy and meteorology

What is Air Mass?

Air mass is a measure of the path length that sunlight travels through Earth's atmosphere. It affects the intensity of sunlight reaching a location. When the sun is directly overhead (zenith), the air mass is at its minimum (AM=1). As the sun's angle decreases, the air mass increases, meaning more atmosphere must be traversed by sunlight.

How to Use This Calculator

  1. Enter your latitude in degrees. Positive for Northern Hemisphere, negative for Southern Hemisphere.
  2. Enter the solar altitude angle in degrees. This is the angle above the horizon. You can measure this using a solar transit instrument or find it through astronomical calculations.
  3. Click the Calculate button.
  4. The calculator will display the solar declination angle (approximate for the current day), the air mass, and the air mass with k=1 (at sea level).

Significance of Air Mass

Air mass is important in:

  • Astronomy: Affects the brightness of stars and planets.
  • Meteorology: Influences temperature, humidity, and weather patterns.
  • Solar Energy: Determines the efficiency of solar panels based on sunlight intensity.

Important Notes

  • This calculator uses a simplified formula for small solar altitude angles. For more precise calculations, especially for high angles, more complex formulas should be used.
  • The solar declination angle is approximated for the current day of the year. For historical or future dates, you would need to adjust the day of the year calculation.
  • The air mass increases as the sun's angle decreases, meaning sunlight travels through more atmosphere.