Difference between revisions of Sphere
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A spherical [[lens]] in | A spherical [[lens]] in its simplest form is the magnifying glass. This lens is convex on both sides, and those faces are shaped like sections of spheres. The strength of the lens is described in [[diopters]] A spherical lens that is convex on both sides is a "plus" lens, and is used to treat [[hyperopia]]. The next type of spherical lens to know is the simple minus lens, which is concave on both faces, and is used to treat [[myopia]]. Most [[opticians]] produce minus lenses that are actually concave on one side and convex on the other, but have a net minus power. | ||
Spherical power is the easiest to reduce when adjusting your [[lens selections]]. You can use a [[cm measurement]] [[duochrome]] or [[Snellen Chart]] test to determine when you're ready to reduce power. | Spherical power is the easiest to reduce when adjusting your [[lens selections]]. You can use a [[cm measurement]] [[duochrome]] or [[Snellen Chart]] test to determine when you're ready to reduce power. | ||
Revision as of 22:46, 3 June 2020
A spherical lens in its simplest form is the magnifying glass. This lens is convex on both sides, and those faces are shaped like sections of spheres. The strength of the lens is described in diopters A spherical lens that is convex on both sides is a "plus" lens, and is used to treat hyperopia. The next type of spherical lens to know is the simple minus lens, which is concave on both faces, and is used to treat myopia. Most opticians produce minus lenses that are actually concave on one side and convex on the other, but have a net minus power.
Spherical power is the easiest to reduce when adjusting your lens selections. You can use a cm measurement duochrome or Snellen Chart test to determine when you're ready to reduce power.