Sun Altitude Equation:
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Sun altitude (α) is the angle between the sun's rays and the horizontal plane at a specific location and time. It represents how high the sun appears in the sky and varies throughout the day and year.
The calculator uses the sun altitude equation:
Where:
Explanation: The equation calculates the sun's position in the sky based on astronomical coordinates and the observer's location and time.
Details: Sun altitude is crucial for solar energy systems, architecture, photography, agriculture, and understanding seasonal variations in sunlight intensity and duration.
Tips: Enter declination (typically -23.5° to +23.5°), latitude (-90° to +90°), and hour angle (0° to 360°). All values must be in degrees.
Q1: What is solar declination?
A: Solar declination is the angle between the sun's rays and the celestial equator, varying between approximately -23.5° and +23.5° throughout the year.
Q2: How is hour angle calculated?
A: Hour angle is 0° at solar noon, negative before noon, and positive after noon. Each hour equals 15° (360°/24 hours).
Q3: What is the maximum possible sun altitude?
A: The maximum sun altitude occurs at solar noon and depends on latitude and declination. At the equator, it can reach 90°.
Q4: How does sun altitude affect solar energy?
A: Higher sun altitude means more direct sunlight and greater solar energy reception. Lower altitudes result in more diffuse light and less energy.
Q5: Why does sun altitude change with seasons?
A: Seasonal changes in solar declination due to Earth's axial tilt cause variations in sun altitude throughout the year.