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| Both sides previous revision Previous revision Next revision | Previous revision | ||
| srk [2026/07/22 14:56] – [Step 7: IOL Emmetropic Power] Scott Larson | srk [2026/07/28 12:31] (current) – Scott Larson | ||
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| Using the Pythagorean theorem applied to corneal dome geometry: | Using the Pythagorean theorem applied to corneal dome geometry: | ||
| - | $$ H = r - √(r² | + | $$ H = r - \sqrt{r^2 |
| ---- | ---- | ||
| Line 78: | Line 78: | ||
| The IOL power for emmetropia is calculated using a modified vergence formula: | The IOL power for emmetropia is calculated using a modified vergence formula: | ||
| - | $$ IOLemme = (1000 × na × (nr × r - nc × LOPT)) / ((LOPT - ACDest) × (na × r - nc × ACDest)) $$ | + | $$ \text{IOL}{\text{emme}} = \frac{1000 \times |
| - | $$ \text{IOL}<em>{\text{emme}} = \frac{1000 \times | + | |
| Line 85: | Line 84: | ||
| * **na** = refractive index of aqueous/ | * **na** = refractive index of aqueous/ | ||
| - | * **nc** = corneal refractive index (optimized, typically | + | * **nc** = corneal refractive index (1.333) |
| - | * **nr** = retinal refractive index | + | |
| - | + | ||
| - | ---- | + | |
| ===== Step 8: Refraction Correction ===== | ===== Step 8: Refraction Correction ===== | ||
| Line 94: | Line 90: | ||
| To target a specific postoperative refraction (**REF**) rather than emmetropia: | To target a specific postoperative refraction (**REF**) rather than emmetropia: | ||
| - | $$ IOLpower | + | $$ \text{IOL}{\text{power}} |
| ---- | ---- | ||
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| * The **T2 modification** (Sheard et al., 2010) later addressed nonphysiologic behavior in the corneal height calculation step | * The **T2 modification** (Sheard et al., 2010) later addressed nonphysiologic behavior in the corneal height calculation step | ||
| + | =====Reference===== | ||
| + | [[https:// | ||
| + | |||
| + | {{tag> | ||