HLT-OPTI68-05 · Lesson 5 · 14 clock hours · demo
Keratometry: Principles, Operation, and Recording
Objective. Students will operate a manual and automated keratometer to obtain accurate corneal curvature readings and record results in standard clinical notation.
⚠ Pending professional review
This lesson, its worked examples and its practice questions has not yet been verified by a licensed clinician in the field or by a certification or approval body. It is a study draft and may contain errors. Do not use it to make decisions about any patient or medication. Always follow your instructor, your supervising professional, and current official references and regulations.
VoTechWorks program approval and accreditation are still in progress. Credentials are issued only by the certifying bodies named in each program, after their own exams.
What Keratometry Measures
Keratometry is the clinical measurement of the curvature of the anterior corneal surface. Because the cornea provides roughly two-thirds of the eye's total refracting power, knowing its curvature is essential for fitting contact lenses, calculating intraocular lens power, and detecting irregular astigmatism. The keratometer measures two principal meridians—the flattest and the steepest—and reports each as a radius of curvature in millimeters (mm) or as a dioptric power (D) using a standardized refractive index convention.
Units and the Keratometric Index
Keratometers do not measure true refractive power; they convert radius of curvature to diopters using a fixed keratometric index, commonly 1.3375, rather than the actual corneal index. This is a calibration convention, not a physical measurement of tissue properties. The conversion formula is:
K (D) = (n − 1) / r
where n = 1.3375 and r = radius in meters. A radius of 7.80 mm therefore yields approximately 43.27 D. Because every instrument uses this same convention, readings are directly comparable across brands.
Clinical keratometry results are written as:
K flat meridian / K steep meridian × axis of flat meridian
Example: 43.50 / 45.00 × 180
The flat K is always listed first. The axis is the direction of the flat meridian, expressed in degrees from 1° to 180° using standard ANSI notation.
Anatomy of a Manual Keratometer
The classic Bausch & Lomb manual keratometer uses a one-position, one-mire doubling system. Its key parts are:
- Eyepiece and focusing ring – focus the observer's view of the mires
- Mire projection lamp – illuminates the target reflected off the corneal surface
- Doubling prisms – split the mire image so the operator can align the two halves
- Power drums – one for each principal meridian, calibrated in both millimeters and diopters
- Locking ring and joystick – used to position and lock the instrument
The cornea acts as a convex mirror. The keratometer measures the size of the reflected mire image; a steeper (more curved) cornea produces a smaller image, corresponding to a higher dioptric reading.
Operating a Manual Keratometer: Step-by-Step
1. Calibrate first. Place the calibration sphere in position and confirm the instrument reads the sphere's known value (±0.25 D). Never skip calibration.
2. Seat the subject. Adjust chin rest and forehead bar so the eye is level with the alignment mark on the instrument.
3. Focus the eyepiece. While looking at a blank, bright field, rotate the eyepiece until the crosshair or reticle is sharply focused for your eye.
4. Illuminate and align. Turn on the lamp. Using the joystick, center the mire reflection in the patient's cornea. The central circle of mires should appear roughly centered and the instrument axis aligned with the visual axis.
5. Focus the mires. Adjust the instrument's focusing knob until the mire images are sharp—this sets the working distance precisely.
6. Read the horizontal meridian. Rotate the power drum until the horizontal mire segments (the + symbols or semicircles, depending on instrument model) align correctly. Record the power and axis.
7. Read the vertical meridian. Rotate 90° and align the vertical mire pair. Record the power and axis.
8. Repeat. Take at least two readings; they should agree within 0.25 D. Average repeated readings if they differ slightly but remain within acceptable tolerance.
Automated Keratometry and Corneal Topography
Automoated keratometers and corneal topographers acquire readings electronically, often measuring many more points across the corneal surface. Topographers produce a color-coded map showing curvature variation across the entire cornea, which is especially valuable for detecting irregular astigmatism, keratoconus, or post-surgical changes that a single-zone keratometer would miss. When comparing manual K readings to topographic output, differences up to 0.25 D are generally within instrument variability; larger differences should prompt a repeat measurement and a discussion about corneal irregularity or measurement technique error.
Recording in Standard Clinical Notation
Always record:
- Both K values in diopters (to 0.12 or 0.25 D resolution depending on instrument)
- The axis of the flat meridian
- Which eye: OD (right) or OS (left)
- The method (manual vs. automated)
- Date and technician initials
Example chart entry: OD: 43.50 / 45.00 × 180; OS: 43.75 / 44.75 × 175 — manual keratometry, calibration confirmed
Safety and Infection Control
The keratometer does not touch the eye, so direct corneal trauma risk is low. However:
- Never allow the instrument to contact the subject's eye or eyelashes. Maintain safe working distance at all times.
- Disinfect all patient-contact surfaces (chin rest, forehead bar) between subjects using your facility's infection-control protocol.
- Do not proceed if the eye appears acutely red, painful, or if the patient reports recent eye injury or surgery — refer to the supervising optometrist or ophthalmologist.
- Students must work under qualified supervision during all patient contact. Your scope of practice as a student does not include independent patient diagnosis.
- Calibrate before every session. An uncalibrated instrument produces systematically wrong readings that could lead to an improperly fit contact lens, creating a risk of corneal hypoxia or lens discomfort for the patient.
Key terms9
KeratometryThe clinical measurement of the curvature of the anterior corneal surface, reported in millimeters of radius or diopters of power.
Principal meridiansThe two meridians of the cornea that are perpendicular to each other and correspond to the flattest and steepest curvatures; these are what the keratometer measures.
Keratometric indexA standardized refractive index value (commonly 1.3375) used by keratometers to convert corneal radius of curvature into dioptric power; it is a calibration convention, not the true corneal index.
MireThe illuminated target projected by a keratometer that is reflected off the corneal surface; alignment and size of the reflected mire image allow measurement of curvature.
Flat KThe keratometric reading in the least curved (flattest) corneal meridian, always listed first in clinical notation and associated with the lower dioptric value.
Steep KThe keratometric reading in the most curved (steepest) corneal meridian, listed second in clinical notation and associated with the higher dioptric value.
Corneal topographyAn imaging technique that maps curvature across the entire corneal surface, providing far more data points than a single-zone keratometer and detecting irregular astigmatism.
Calibration sphereA precision-ground steel ball of known radius used to verify that a keratometer is reading accurately before clinical use.
Radius of curvature (r)The distance in millimeters from the corneal surface to the center of the sphere that best fits that surface; a smaller radius means a steeper, more powerful cornea.
Worked examples4
1. Convert a corneal radius of curvature of 7.80 mm to keratometric diopters using the standard keratometric index of 1.3375.
- Write the formula: K (D) = (n − 1) / r, where n = 1.3375 and r is in meters.
- Convert r to meters: 7.80 mm = 0.00780 m.
- Subtract 1 from n: 1.3375 − 1 = 0.3375.
- Divide: 0.3375 / 0.00780 = 43.27 D.
Answer: 43.27 D (often rounded to 43.25 D in clinical practice based on instrument resolution).
2. A student takes three keratometry readings on the flat meridian of the right eye: 43.50 D, 43.75 D, and 43.50 D. Calculate the mean flat K.
- Add all three readings: 43.50 + 43.75 + 43.50 = 130.75 D.
- Divide by the number of readings: 130.75 / 3 = 43.583 D.
- Round to the nearest 0.25 D instrument step: 43.583 rounds to 43.50 D (closer to 43.50 than to 43.75).
Answer: Mean flat K = 43.50 D (after rounding to clinical resolution).
3. A student records OD keratometry as 44.00 / 45.50 × 180. What is the amount and axis of corneal astigmatism, and which meridian is steep?
- Identify flat K: 44.00 D at axis 180° (horizontal meridian is flattest).
- Identify steep K: 45.50 D. Because it is perpendicular to flat, its axis is 90° (vertical meridian is steepest).
- Calculate corneal astigmatism: 45.50 − 44.00 = 1.50 D.
- Classify: the steep meridian is vertical (90°), so this is with-the-rule astigmatism.
Answer: 1.50 D of corneal astigmatism; steep meridian at 90° (with-the-rule).
4. Two consecutive manual keratometry readings on the steep meridian are 45.25 D and 45.75 D. Do they meet the acceptability criterion of ≤0.25 D difference? What should the student do?
- Calculate the difference: 45.75 − 45.25 = 0.50 D.
- Compare to criterion: 0.50 D > 0.25 D, so the readings do NOT meet the criterion.
- Action: the student must repeat the measurement. Likely causes include poor mire focus, subject movement, or misalignment of the doubling prisms.
- After correcting technique, obtain two new readings that agree within 0.25 D before recording a final value.
Answer: The readings fail the ≤0.25 D criterion; the student must repeat the measurement after checking alignment and mire focus.
The math in this lesson2
Learners convert corneal radius 7.80 mm to 43.27 D using K = (n − 1)/r.
A-SSE.1S-ID.2
In class: Observe instructor demonstrate manual keratometer alignment, mire focusing, and axis reading on a calibration sphere and a volunteer subject, then replicate the procedure on the calibration sphere. · In groups of three, take three consecutive keratometry readings on each other, record all values, and calculate the mean K reading for each meridian. · Compare manual keratometer readings with automated topographer output on the same subject and document any differences greater than 0.25 D, discussing causes with the instructor.
Materials: Manual keratometer (Bausch & Lomb or equivalent); automated keratometer or corneal topographer; calibration sphere; patient data recording forms; disinfection supplies per infection-control protocol
Check: Practical skills checklist: student must obtain two consecutive readings within 0.25 D of each other on a volunteer and correctly record them in clinical notation; checklist must have all 8 steps marked satisfactory.
Practice check8
Answer each question, then check it. Nothing is recorded; this is your own practice.
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