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Lesson · NCLE

Contact lens fitting

From K readings to a finished order: base curve, spectacle-to-CL power, corneal and residual astigmatism, SAM-FAP, LARS, fluorescein patterns and over-refraction.

After this lesson you can

About 20 minutes
  • Convert K readings to a base curve and back
  • Turn a glasses Rx into a spherical or toric soft lens power
  • Work an RGP power with the four-step method and SAM-FAP
  • Correct a rotating toric with LARS and read a fluorescein pattern

K readings and base curve

The keratometer measures the curvature of the front of the cornea in its two principal meridians. The flatter reading is “flat K”. The difference between the two is the corneal astigmatism.

BC (mm) = 337.5 ÷ K        K (D) = 337.5 ÷ BC
Worked exampleExam method

K to base curve

K reading 43.50 D.

  1. 337.5 ÷ 43.50 = 7.759

Answer: 7.76 mm

  • With-the-rule (WTR): the vertical meridian (near 90) is steeper. In minus cylinder the axis is near 180.
  • Against-the-rule (ATR): the horizontal meridian (near 180) is steeper. In minus cylinder the axis is near 90.

Glasses Rx to soft lens power

  1. Put the Rx in minus cylinder.
  2. Cylinder 1.00 D or less: use the spherical equivalent and fit a spherical lens. More than 1.00 D: fit a toric and work each principal meridian.
  3. Compensate for vertex distance, from the refracting distance to 0 mm on the cornea.
  4. Round to the nearest 0.25 D.
Worked exampleExam method

Spherical soft lens

Glasses Rx −4.50 −0.75 × 180, refracted at 12 mm.

  1. Cylinder 0.75 is 1.00 or less, so use the SE: −4.50 + (−0.75 ÷ 2) = −4.88
  2. DC = 12 × 4.875 × 4.875 ÷ 1000 = 0.285
  3. Moving in, compensate with plus: −4.88 + 0.29 = −4.59

Answer: −4.50 D

RGP power: corneal or residual, tear lens and SAM-FAP

A rigid lens traps a tear lens between itself and the cornea. That tear lens neutralises the corneal astigmatism and adds its own power, so the RGP power is worked in four steps.

  1. Minus cylinder: put the Rx in minus-cylinder form.
  2. Corneal or residual: if the Rx cylinder equals the K difference, the astigmatism is corneal and the tear lens corrects it; drop the cylinder. If not, it is residual and a spherical RGP will leave it uncorrected.
  3. Vertex: compensate the sphere to the cornea and round to 0.25 D.
  4. SAM-FAP: fitting steeper than K adds plus tear lens, so add minus; flatter than K adds minus, so add plus.
Worked exampleExam method

RGP power

Rx −3.00 −1.00 × 180 at 12 mm; K 43.00 @ 180 / 44.00 @ 090; base curve 43.50 D.

  1. Rx already in minus cylinder.
  2. K difference 1.00 = Rx cylinder 1.00: corneal. Drop the cylinder.
  3. Vertex −3.00: −2.89, rounds to −3.00
  4. BC is 0.50 D steeper than flat K, so add minus: −3.00 − 0.50 = −3.50

Answer: −3.50 D

Toric rotation: LARS

A toric soft lens has a mark that should sit at 6 o’clock. If it rotates, correct the axis you order by the amount of rotation, as seen from your side of the slit lamp.

Left Add, Right Subtract
Worked exampleExam method

Correcting a rotated toric

Lens ordered −2.00 −1.25 × 170; the mark rests 15° to your left.

  1. Left, so add: 170 + 15 = 185, which is written 005

Answer: −2.00 −1.25 × 005

Reading a fluorescein pattern

What the pattern tells you
PatternFitChange
Even, light green centre with a bright edge bandAligned, on KNone
Bright pool in the centre, dark band in the mid-peripheryToo steep (apical clearance)Flatten the base curve
Dark centre, wide bright edgeToo flat (apical touch)Steepen the base curve
Dark band along 3 and 9 o’clock, pooling top and bottomWith-the-rule corneaConfirm with the K readings
Dark band along 12 and 6 o’clock, pooling at the sidesAgainst-the-rule corneaConfirm with the K readings

Over-refraction

An over-refraction is done over the trial lens and added to it. Put the over-refraction in minus cylinder first.

  • Cylinder 1.00 D or less: add its spherical equivalent to the lens sphere.
  • Cylinder more than 1.00 D: add sphere to sphere and cylinder to cylinder, and use the over-refraction axis.
Worked exampleExam method

Over-refraction on a spherical lens

Trial lens −3.00 DS; over-refraction +0.50 −0.50 × 090.

  1. Cylinder 0.50 is small, so use the SE: +0.50 + (−0.50 ÷ 2) = +0.25
  2. −3.00 + (+0.25) = −2.75

Answer: −2.75 DS

Contact lens tolerances

ANSI contact lens tolerances
ParameterPMMARGPSoft
Diameter± 0.05 mm± 0.05 mm± 0.25 mm
Base curve± 0.25 mm± 0.05 mm± 0.20 mm
Centre thickness± 0.02 mm± 0.02 mm± 0.03 mm
Power 0.00 to 5.00 D± 0.12 D± 0.12 D± 0.25 D
Power 5.12 to 10.00 D± 0.18 D± 0.18 D± 0.25 D
Power 10.12 to 15.00 D± 0.25 D± 0.25 D± 0.50 D
Power 15.12 to 20.00 D± 0.37 D± 0.37 D± 0.50 D
Power over 20 D± 0.50 D± 0.50 D± 0.75 D

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