Chapter 7: optical prescriptions, spectacle lenses Flashcards
How are lens properties described for a) spherical lenses alone b) cylindrical lens alone?
- a) power only: +2.00 DS (dioptre sphere)
- b) dioptric power AND orientation of axis e.g. -2.00 DC axis 90degrees (dioptre cylinder)
How are the lenses in a toric (sphero-cylindrical) lens arranged)
cylindrical lens usually placed in front of spherical lens to allow axis line to be seen
How is a toric lens prescription written?
spherical lens +2.00 DS and cylindrical lens +1.00 DC axis 90 degrees: +2.00 DS / +1.00 DC axis 90 (axis denotes axis of cylinder)
What is meant by transposition of the lens?
when a lens presription is changed from one lens form to another optically equivalent form e.g. switching between forms of spherical lenses
What does simple transposition of cylinders achieve?
change in the description of a toric astigmatic lens so that the cylinder is expressed in the opposite power - often necessary when examiner wishes to compare present refraction with a previous prescription
What are the two ways in which the lens in the image (cross diagram) can be described?
- +2.00 DS / +1.00 DC @ 90 degrees
- 3.00 DS / -1.00 DC @ 180 degrees
What is a quick shortcut way of transposing lens prescriptions (beyond drawing the optical cross)?
sum, sign, axis:
* sum - algebraic addition of sphere and cylinder gives new power of sphere
* sign - change sign of cylinder, retaining numerical power
* axis - rotate axis of cylinder through 90 degrees (add 90 if original is at or less than 90, subtract if figure is greater than 90)
[using optical cross - take value at one axis as sphere + use this position as axis in prescription, then take value on other axis (at 90o) and minus sphere value to give cylinder]
What is toric transposition?
enables toric astigmatic lens to be defined in terms of its surface powers - one spherical surface and one toric surface (latter contributing cylindrical power), principal meridian of weaker power of toric surface is the base curve of the lens
What is a base curve and when must it be specified?
principal meridian of the weaker power of the toric surface in a toric astigmatic lens; must be specified if toric transposition of a lens prescription is required
How is a toric formula written and what does each part represent?
- top line (numerator) is surface power of spherical surface
- bottom line (denominator) defined surface power and axis of base curve, followed by dash then surface power and axis of the OTHER principal meridian of the toric surface
- see example in image:
What are the 4 steps of transposing a toric formula to a sphero-cylindrical formula e.g. +3.0 DS/+1.0 DC axis 90 to BC -6.00 D?
- transpose prescription so that cylinder and base curve are of the same sign i.e. in the example transpose formula so +1.0 is a negative value (use optical cross or SSA rule): +4.00/-1.00 @ 180degrees
- calulate required power of spherical surface (numerator of final formula). subtract base curve power from spherical power given in step 1. in example= 4.00 - (-6.00) = +10.00 DS
- specify axis of base curve (first part of denominator). value is base curve, axis is 90 degrees to cylinder in step 1. in example = -6.00 D axis 90
4.add required cylinder to base curve power with axis from step 1 to give second part of denominator: in example = -1 + -6 = -7.00 DC axis 180
Final equation = +10 DC / (-6.00 DC axis 90 degrees/ -7.00 DC axis 180 d
Transpose the following examples into toric lens prescriptions:
How can a practitioner detect what type of lens a patient has (spherical / astigmatic / prism)?
when two lines are viewed through the lens:
* spherical lens: no distortion of cross. when moved - convex: cross moves in opposite direction. concave: cross moves in same direction. (rotation= no effect on image)
* astigmatic: distortion of cross UNLESS axes coincide with the lines. rotation of lens causes scissors movement of lines
Once the principal meridians of an astigmatic lens have been identified with a cross diagram how can each meridian be assessed to determine if concave/convex?
each meridian may be eamined as for a spherical lens
Once the principal meridians of an astigmatic lens have been identified with a cross diagram how can each meridian be assessed to determine if concave/convex?
each meridian may be eamined as for a spherical lens
How can the optical centre of a lens be found with a cross diagram?
by moving the lens one cross line is undisplaced. line is drawn on lens surface, superimposed on the undisplaced cross line. process then repeated for cross line at 90 degrees. point where lines drawn intersect is optical centre of lens
What will a prism show when placed over a cross diagram?
it has no optical centre therefore it will displace one line of the cross regardless of its position. the direction of displacement is constant
When is the cross diagram test for assessing lenses most effective?
if the cross lines are placed at the furthest convenient distance and the lens held well away from the eye
How can a cross diagram be used to determine the power of an unknown lens?
once the nature of the unknown lens is determined, lenses of opposite type and known power are superimposed upon the unknown lens until a combination is found which gives no movement of the image of the cross lines when the test is performed
What is meant by a neutralising lens?
the dioptric power of the unknown lens must equal that of the trial lens of the opposite sign (e.g. +2.0 D neutralises a -2.0 D lens)
How are spectacle lenses named and how is this value determined?
by their back vertex power: neutralising lens is placed in contact with the back surface of the spectacle lens however with many highly curved lenses this isn’t possible (air space intervenes) - therefore needs to be placed against front surface
Why is neutralisation inaccurate for curved lenses of >2.00 D power?
not possible to place neutralising lens against highly curved back surface so it is placed against front surface, error of up to 0.5 D may occur with powerful lenses
What is an instrument that can be used to measure the surface powers of a lens by measurement of the surface curvature?
Geneva lens
What is the total power of a thin lens equivalent to?
the sum of its surface powers
What correction must be applied and why for a Geneva lens?
correction factor must be applied for lenses made of refractive indices** other than crown glass** as this is what the isntrument is calibrated for (refractive index 1.523)
What instrument can be used to measure the vertex power of a lens, the axes and major powers of an astigmatic lens and the power of a prism?
Focimeter
What are the 2 parts that a focimeter consists of?
- Focusing system: illuminated target + collimating lens
- Observation system: telescope + adjustable eyepiece
What 2 parts does the focusing system of a focimeter comprise of?
- Illuminated target
- Collimating lens
What is a collimating lens?
one that renders light parallel
What is the target in a focimeter?
ring of dots formed by a disc in which a circle of small holes is punched and behind which there is a light source
When are the emerging light rays rendered parallel in a focimeter?
then the target is located at the first principal focus of the collimating lens