Lens Thickness Formula:
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Lens thickness calculation determines the total thickness of an optical lens based on its curvature, diameter, and center thickness. This is important in optics and eyewear manufacturing to ensure proper fit and function.
The calculator uses the lens thickness formula:
Where sagitta is calculated as: \[ Sagitta = Radius - \sqrt{Radius^2 - \left(\frac{Diameter}{2}\right)^2} \]
Explanation: The sagitta represents the height of the lens curve, which when added to the center thickness gives the total lens thickness at its center point.
Details: Accurate lens thickness calculation is crucial for optical design, ensuring proper lens fitting in frames, determining material requirements, and calculating lens weight and aesthetics.
Tips: Enter radius of curvature in mm, diameter in mm, and center thickness in mm. All values must be positive numbers with radius greater than half the diameter for valid calculation.
Q1: What is sagitta in lens calculation?
A: Sagitta is the height or depth of the curved surface of a lens, measured from the chord (diameter) to the apex of the curve.
Q2: Why is center thickness important?
A: Center thickness affects the optical properties, durability, and safety of the lens, particularly for prescription eyewear.
Q3: How does diameter affect lens thickness?
A: Larger diameter lenses typically have greater edge thickness for the same prescription, as the curvature extends over a wider area.
Q4: Are there minimum thickness requirements for lenses?
A: Yes, safety standards often specify minimum center thickness requirements, particularly for impact-resistant lenses.
Q5: Can this calculator be used for both convex and concave lenses?
A: Yes, the formula works for both types of lenses, though the interpretation of thickness may vary based on lens design.