What Is A Lensometer And How To Perform Lensometry

June 05, 2023

 


 Lensometer

A lensometer is an instrument used to measure the spherical power, cylindrical power, and axis of an optical prescription in order to locate the optical center or measure the reference point and determine the base, direction, and amount of prism present.

It is a device for measuring the refractive power prescription of unknown lenses.

The lensometer is also known as a focus meter, vertexometer, refractometer, vertex focus meter, and lens meter, depending on the manufacturer.

There are two types of lensometers:

  • Manual lensometer
  • Automated lensometer

Manual Lensometer: A manual lensometer can be defined as an instrument used by an optometrist to find the back vertex or front vertex power of glasses. A manual lensometer is portable and can be taken anywhere. However, a person needs to have a better understanding to measure the power of a lens accurately.

Automated Lensometer: It is a fully automatic and well-programmed device primarily used in clinics. It is easy and fast and can print prescriptions. It is less precise compared to a manual lensometer.

Automated and Manual Lensometer

Principle of Lensometer:

Badal's Principle: The Badal's principle is based on the observation that if the eye is placed at the focal point of a positive lens, the virtual image of an object located between the lens and the anterior focal point always subtends the same visual angle.

Badal optics are disclosed in which the aperture array in an optical system under test is interrogated for light deflection between a set of detectors conjugate with the aperture array of the optical system under examination.

The excursion is measured in a plane normal to the axis of Badal optics instead of observing towards and away from the image focus along the axis of the Badal system.

In the case of an objective refractor, the eye is illuminated on the retina with a test point, preferably infrared light.

An image of the detector array is relayed by a relay lens through the Badal optics to the eye's cornea, the lens under test.

The light emanating from the test point on the retina passes through the eye's lens onto the image of the detector array.

This light undergoes excursion according to the power of the ocular lens at each aperture of the detector array.

The extent of this excursion is determined by a moving boundary locus between the image of the detector array itself.

This excursion is directly related to the ophthalmic prescription.

Parts Of Manual Lensmeter:
Parts Of Lensometer

Ocular: It Is The Part Of The Lensometer Through Which The Viewer Can See The Internal Components Of The Lensometer.
Prism Axis Scale: The Prism Axis Scale Helps In Orienting The Prism Axis.
Power Wheel: It Is Used To Clear The Filter And Determine The Spherical And Cylindrical Power Of The Lens.
Cylinder Axis Wheel: Rotates The Target To Find The Cylindrical Axis.
Lens Holder: It Serves To Hold The Lens In Its Correct Position.
Prism Diopter Scale: Displays The Amount Of Prism.
ON-OFF Switch: Power Switch.
Prism Compensating Device Button: Aids In Reading Prism Amounts Above Five Prism Diopters.
Glasses Table: Provides A Resting Place For The Eyeglass Frame While Neutralizing The Lens Power.
Table Lever: Helps Raise Or Lower The Level Of The Eyeglass Table According To The User.
Locking Lever: The Locking Lever Helps Raise And Lower The Position Of The Instrument According To The Users.
Filter Lever: The Filter Lever Can Incorporate Or Remove The Green Filter.
Lamp Access Cover: Used To Change/Replace The Lamp Of The Manual Lensometer.
Lens Marker: The Handle Control Are The Pins And It Is Used To Mark The Optical Center Or Prism Reference Points.

Uses of Lensometer:

The function of the lensometer is to determine the characteristics of a lens, including:

  • Power
  • Optical center location
  • Measuring the reference point location
  • Prism power/direction
  • Cylindrical axis orientation
The lensometer is also used to place marks on a lens to ensure proper lens positioning during the manufacturing process.

Manual Lensometer: Related Terminology

Mires: Lines, both thick and thin, used as measurement targets.
Sphere: It is a lens with similar power in all meridians. It is used to correct simple refractive errors (nearsightedness or farsightedness, also presbyopia) and is measured in diopters.
Cylinder: It is a lens with different refractive power in different meridians. It is used to correct astigmatism and is measured in diopters.
Axis: The meridian of the cylindrical lens with the least refractive power. It is perpendicular to the meridian of maximum power and is expressed in degrees.
Prism: A transparent wedge-shaped material with two flat surfaces inclined at a certain angle, connecting at a point called the apex. The two connected surfaces are supported at the base of the prism. Prisms are used to assist the eyes in working together by bending or refracting light.

How To Perform Lensometry:

Procedure For Single Vision Lenses 

  • Define the power wheel to zero.
  • Set the prism compensator to zero.
  • Focus the eyepiece. Rotate the eyepiece counterclockwise until the reticle becomes blurry. Rotate the eyepiece clockwise until the reticle is clear (to avoid protruding the reticle).
  • Check the power calibration. Rotate the power wheel to the plus sign and slowly decrease the power until the lensometer target focuses sharply (DO NOT oscillate the wheel back and forth to find the best focus). The power wheel should read zero if the instrument is properly calibrated.
  • If the power wheel does not indicate zero, refocus the eyepiece and recheck the calibration. If the power wheel still does not indicate zero, the error must be compensated for in all future measurements made with the lensometer.
  • Measure the power of the lens's back vertex in the form of negative cylinder – Always start with the right lens!
  • Starting with the right lens of the glasses, place the back surface of the lens against the lens stop (temples pointing away from you). The lens should be flat against the stop. Center the lens approximately on the stop.
  • Move the lens table against the lower ocular wire.
  • Gently lower the lens holder against the front surface of the lens. If you need to move the lens, always lift the lens holder slightly to avoid scratching the front surface of the lens.
  • Rotate the power wheel to the plus sign and slowly decrease the power until the target starts to disappear. If the target is not centered on the reticle, move the lens on the lens stop until it is.
  • If both sets of target lines focus at the same time, the lens is a sphere. Record the lens power with an accuracy of 1/8 D (0.12 D). Example: OD: -2.12 DS.
  • If both sets of target lines cannot be focused at the same time (and/or the lines appear broken), the lens is a spherical cylinder. To determine the lens power, the sphere and cylinder lines must be focused separately.

Rotate the power wheel to the plus sign. Slowly decrease the power and rotate the cylinder axis wheel until one set of lines is uninterrupted and in sharp focus. To read the lens in the form of negative cylinder, first focus on the sphere lines (i.e., the more positive of the two readings). If the cylinder lines come into focus first, rotate the cylinder axis wheel by 90 degrees – this will change the precise set of lines to the sphere lines. The power at which the sphere lines come into focus first is the power of the lens sphere. Record this measurement.

Continue focusing in or towards until the cylinder lines come into focus. The cylinder axis wheel should not need to be moved. (The cylinder lines should focus at a more negative power reading than the sphere lines. Suppose they do not change the axis by 90 degrees and return to step 6 (1). Note this power reading. The lens minus the cylinder power is the difference between this reading and the sphere power reading.

  • The axis of the cylinder is read from the cylinder axis wheel.
  • Record your final result. Example: -3.00 - 1.50 x 175.
  • Repeat the measurement of the back vertex power for the left lens.

Note: When using an unknown lensometer, the following rule confirms the target sphere and cylinder lines: When the cylinder lines are in focus at the most negative power position, the angular position of the line will correspond to the reading on the cylinder axis wheel.

Procedure For Multifocal Lenses 



Note: Most bifocals and trifocals are front surface designs; therefore, front vertex powers must be measured to accurately measure the add power.

This involves rotating the lens so that the front surface is against the lens stop. While this is the most "correct" method for clinically measuring add powers, it is not frequently used.

When the distance and near powers are small, most people do not bother flipping their glasses.

However, as powers increase, significant differences occur between front and back vertex powers, making front vertex measurements highly necessary.

In the lab, we will measure front vertex add powers when the distance sphere power is greater than +/‐5.00 DS.

If the bifocal/trifocal is a back surface design, back vertex add powers should be measured.

Fused segments are front surface bifocals.
One-piece designs are usually front surfaces but feel both the front and back surfaces. The 'bump' of the bifocal will be felt in the front with front surface bifocals and in the back with back surface bifocals.

b) Measure the posterior vertex power of the distance carrier as you would with a single vision lens and record your results (above the bifocal segment).

c) Focus on the more vertical set of target lines (either the sphere or cylinder lines). Note the power on the power wheel.

d) Slide the lens upward so that the add segment is over the lens stop.

e) Add more power on the power wheel beyond the focus point and slowly decrease the plus sign until the same set of target lines is again in clear focus. Note this power reading on the power wheel.

f) The add power is the difference between these two measurements (steps c and e). It is always a spherical add to the distance power. Therefore, there is no need to measure sphere power of an add segment, cylinder power, and axis location.

g) Record the total power of the lens. Example: OD: +2.00‐1.00×080 Add: +1.25 Repeat for the left lens.

h) Note: generally, but not always, add powers are equal in both lenses of a glasses prescription.

i) If the lens is trifocal, step f should be completed for each segment. The power of each segment is always the difference between the add power and the distance power.

  • The lower portion of a trifocal lens is used for near vision. Its power is the add power. (The additional power that is ordered to the optical lab)
The "middle" or intermediate segment is usually used for distance vision beyond "arm's length" but not at distance. (i.e., grocery store shelves, computer screens, etc.) The intermediate power is measured the same way as a bifocal segment. Its power is specified as an intermediate power (amount of additional plus power added to the distance power) or as a percentage of the near (bifocal/reading) portion of the segment.

How to Measure Prism on a Lensometer

Horizontal

Step 1: Place the glasses on the patient

Using a marker pen, mark the center of the patient's pupil
Vertical positioning is insignificant but should be closed

Step 2: Center the right lens mark on the lensometer

Remove any vertical displacement
Step 3: Any remaining deflection on the x-axis is the amount of horizontal prism for this lens

Note the rings that are numbered, each ring represents one degree of prism, the direction of prism is the direction the mires go when focused (can be up or down for vertical)
Record the eye, amount, and direction (i.e., 2.5∆ BO OD)
Step 4: Repeat for the left lens

Step 5: The total horizontal prism is the sum of the prism.



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