Session outcomes At the end of this topic, learners should be able to: Calculate the necessary magnification to achieve patient goals for both distance.

Slides:



Advertisements
Similar presentations
Vision Rehabilitation at The Indiana Eye Clinic
Advertisements

Cameras and the Human Eye
Eye Care Center at the Southern California College of Optometry MaryAnn Walls Low Vision Center Dr. Becky Kammer, Chief
M 1 and M 2 – Masses of the two objects [kg] G – Universal gravitational constant G = 6.67x N m 2 /kg 2 or G = 3.439x10 -8 ft 4 /(lb s 4 ) r – distance.
Walter Huang, OD Yuanpei University Department of Optometry
G UIDELINES FOR PRESCRIBING OPTICAL DEVICES AND TRAINING 23 February 2012.
Chapter 27 Optical Instruments.
VISUAL ACUITY PRESENTED BY T.Muthuramalingam.  Is an ability of eye to discriminate two stimuli separated in space.  Is the resolving power of eye.
1 Ratios and Proportions A ratio is a comparison of like quantities. A ratio can be expressed as a fraction or in ratio notation (using a colon). One common.
Low Vision Aids.
Example: A particular nearsighted person is unable to see objects clearly when they are beyond 2.5 m away (the far point of this particular eye). What.
Evaluating Hypotheses
Lehrstuhl für Informatik 2 Gabriella Kókai: Maschine Learning 1 Evaluating Hypotheses.
LET’S TALK LOW VISION Suleiman Alibhai, O.D. Retina Group of Washington Krista M. Davis, O.D., F.A.A.O. Columbia Lighthouse for the Blind.
ALGEBRA, EQUATIONS AND FORMULAE. INTRODUCTION  Algebra essentially involves the substitution of letters for numbers in calculations, so that we can establish.
 MANAGING PATIENT REQUIREMENTS DURING VISUAL ACUITY  USING TOOLS FOR TESTING DISTANCE AND NEAR VISUAL ACUITY  HAND HELD CARD  SNELLENS CHART  DISTANCE.
1© Manhattan Press (H.K.) Ltd. The human eye Visual defects and their corrections Visual defects and their corrections 12.3 Properties of vision Visual.
UK National Aerospace NDT Board Near Vision Requirements Presentation complied by UK NANDTB 1 NAndtB_20 Issue © UK NANDTB.
Chapter 18 Medical Math.
Fractions of an inch inches to a foot…. 3 feet to a yard…. 5.5 yards to a rod rods to a mile... 43,560 sq ft to an acre... But almost all.
Introduction and Chapter 1
1.2 Measurements and Uncertainties
MEASUREMENT 1.3.
Find image with a thin lens
To many people, accuracy and precision mean the same thing: to someone involved in measurement, the two terms should have very different meanings. Accuracy.
Using and Expressing Measurements
Visual Acuity Testing. Objectives Define normal values Describe the rationale for following proper procedures while performing a visual acuity test. Demonstrate.
Measurement and Science He has it down to an exact science…… What the heck does that mean? Science is not about being for sure. Science is about exploring.
Making Measurements. Precision vs Accuracy  Accuracy : A measure of how close a measurement comes to the actual, accepted or true value of whatever is.
Numbers
Video 1.1 Metric. fractions of an inch inches to a foot…. 3 feet to a yard…. 5.5 yards to a rod rods to a mile... 43,560 sq ft to an acre...
Physics 11: Skills Review Significant Digits (and measuring, scientific notation, conversions……)
Objectives To learn how uncertainty in a measurement arises
Will Smith, OD Resident Lecture Series
1 MARKETING RESEARCH Week 5 Session A IBMS Term 2,
To many people, accuracy and precision mean the same thing: to someone involved in measurement, the two terms should have very different meanings. Accuracy.
1.3 Converting units  To convert 1,565 pennies to the dollar amount, you divide 1,565 by 100 (since there are 100 pennies in a dollar).  Converting SI.
Magnification Amy Nau, O.D.
V. Limits of Measurement 1. Accuracy and Precision.
Magnification and Size
Measurements I can use the SI units of measurement I can convert using conversion factors.
Senses Lab: Sight How do our eyes work? Why do they work this way?
Uncertainty and Measurements There are errors associated with any measurement. Random error Random error – These errors can be caused by a variety of sources:
V. Limits of Measurement 1. Accuracy and Precision.
Introduction to Standard and Metric Measurement
Uncertainty2 Types of Uncertainties Random Uncertainties: result from the randomness of measuring instruments. They can be dealt with by making repeated.
Math Concepts How can a chemist achieve exactness in measurements? Significant Digits/figures. Significant Digits/figures. Sig figs = the reliable numbers.
Presented by: Dr Eman Morsi Decibel Conversion. The use of decibels is widespread throughout the electronics industry. Many electronic instruments are.
Examination Techniques for Accuracy and Efficiency Astigmatism Detection and Management Options A VOSH-Florida Presentation.
REFRACTION OF LIGHT & OPTICAL INSTRUMENTS Chapter 14.
Scientific Measurement Chapter 3. Not just numbers Scientists express values that are obtained in the lab. In the lab we use balances, thermometers, and.
3.2 Images formed by a convex lens
Visual acuity and color vision. Aims and Objectives Understand the principles behind vision testing Perform an accurate visual acuity To differentiate.
Accommodation and Presbyopia Prof. Roger S. Anderson
CHAPTER 3 SCIENTIFIC MEASUREMENT. A measurement is a quantity that has both a number and a unit Quantity represents a size, magnitude, or amount Your.
Chapter 13 Medical Math.
1.
Physics: It’s all around you…
Visual Acuity.
The principles of snellen’s charts
Visual Acuity.
Dr. Becky Kammer, Chief Eye Care Center at the Southern California College of Optometry MaryAnn Walls Low Vision Center Dr.
Compiled by the UK NANDTB Updated Jan 2018
Dimensional Analysis.
MEASUREMENT.
Low Vision Assessments (and understanding prescriptions)
Examination Techniques for Accuracy and Efficiency
MEASUREMENT.
MEASUREMENT.
Presentation transcript:

Session outcomes At the end of this topic, learners should be able to: Calculate the necessary magnification to achieve patient goals for both distance and near Understand and be able to do all the calculations regarding magnification as stipulated in this topic Measure text size and calculate the appropriate magnification to achieve that goal

Management options for low vision patients Reduction of working distance Magnification Training in eccentric fixation Minification Prisms Illumination control

Magnification It is essential in cases of central vision loss. This requires few practices or training session until the patient get it right. Magnification may be in the form of non-optical devices such as electronic devices, and also in the form of optical devices. Decision to use magnification method is followed by the establishment of the power needed for magnification.

Calculation of distance and near magnification

Distance magnification Feinbloom chart is used Uses numbers: Used at 10ft or closer Recorded: Test distance/Letter size e.g. 10/80 Convert to 20ft Note the patient head posture : up/down or left/right Why??

Calculating magnification for telescopes The commonly used method is: M required = VA achieved / VA required The examiner should be able to estimate the VA which will be needed (goal or desired VA) for the particular task. For most daily distance activities, 6/12 (20/40) are considered to be goal VA.

Example:1 A patient has a current corrected VA of 10/60 (3/18) at 10 feet (3 meters), this is equivalent to 20/120 or 6/36 respectively in 6 meters. If it is estimated that the patient will achieve his or her reading goal if he or she can read 20/40 or 6/12.

M required = VA achieved / VA required = 120/40 =3x The telescope of the same power should then be tried on a patient and refined using other power subjectively to establish the power acceptable for the patient.

Example 2: Calculate magnification for the following patient. Px S can read 2/30 prints and wishes to read 10/20, what magnification would be required? All calculations must be shown!!

Solution 2/30=20/x x = 600/2 x = /20=20/x x = 400/10 x= 40 M= 7.5x

Calculation of magnification for Magnifiers Best corrected near VA values are usually used to calculate the estimated power of the magnifier required to read at near. Different charts requires different ways of calculating power. LogMar and lighthouse charts to be discussed shortly

M-notation Its a metric notation Represents the distance in meter. The target size and the test distance must always be noted If the patient reads 6M at 40cm Acuity is recorded as: 0.4/6M =40/600 =20/300

Determining M value Measure the height of lower case letters in mm, and multiply by 0.7 for the M value 1mm = 0.7M 1.45mm = 1M

Converting between the different optotypes: M to N: x 8 N to M: divide by 8 (1M = 8N )

Method 1 The lighthouse or precision vision near chart It gives the appropriate add – not the magnification required useful for high-plus readers and hand magnifiers Snellen acuities of this chart are calculated on a 40cm working distance

If one uses 40cm, then magnification is represented by the formula M=D/2.5 Patient should hold the card at 40cm with Add and read the smallest line possible

Example 1: A patient can read 5M print and wants to read 1M print, therefore 5x magnification is required, so the card will be moved 5x closer to obtain magnification 40/5=8cm Questions??

The power needed is D,how did we achieve this power? Lastly place this power on the trial frame and let the patient read at 8cm

An add can also be obtained by multiplying the M-Value and the D-Value 5 x 2.5 = D then working distance can be calculated from the power obtained: 1/12.5=8cm

OR It can be taken directly from the chart (during patient examination) Remember, it still has to be refined using the trial frame.

Summary of different methods of obtaining an Add using Lighthouse 1. To bring the chart closer 2. Multiply M-Value and D-Value 3. Read an Add directly from the chart

Method 2 For calculation of magnification powers using charts which do not have powers indicated This method has to be used: M required = VA achieved / VA required If a patient can read 6/60 (20/200) at 25cm and wishes to read 6/24 (20/80) at the same distance Magnification will be 60/24 or 200/80 = 2.5x This is equivalent to D lens

Method 3 This is called the Kestenbaum’s method It is based on the dioptres of add needed to read 1M print and is approximately equal to the reciprocal of the distance acuity.

If a patient can read 6/120 at 6m, the near addition required is considered to be 120/6 which is = D This method is NOT accurate, but may provide a basis for subjective determination of the power of magnification.

Method 4 Determination based on the current add and magnification required for goal VA Example: a patient can read 4M print at 40cm with an add of +2.50D, what add will he require to read 1M print? Solution?: it should be noted that 4M is 4 times as large as 1.0 M, therefore magnification required is 4 times. The required power will be 4x+2.5D= D Magnification is approximately 2.5x

Method 5 The use of LogMAR method to calculate magnification at near. This is applicable ONLY if the near LogMar chart is used. The calculation is based on the current ratio of current VA and the goal VA of the patient based on the LogMAR ratio of (0.1 log unit).

Example 1: A patient can read 30 point print at 25cm, but his goal is to read 12 point print. The ratio between these two reading acuity values is 4. This achieved by dividing 30 by until you get to 12, then the number of steps will be the magnification.

This magnification can be achieved by increasing the Dioptric power of 25cm for times. The Dioptric power of 25cm is +4.00D Therefore the power needed to provide 4x magnification is 4x4= D

Example 2: Also, magnification can be achieved by reducing the working distance to a quarter of the original value. A fourth of 25cm is 6.25 cm The Dioptric value of 6.25 is D This power can be in a form of accommodation or magnifier.

Poor reading performance The following factors may result in poor reading performance: 1. Indication of need for more magnification 2. Need for eccentric viewing 3. Resistance to close working distance or

Illumination control It is necessary to try various level of illumination that best suits each patient. High, medium or low levels should be tried in improving the patient’s performance.

Controlling illumination can results in a significant improvement in vision for some patient. With changes in illumination, the power of the magnifier may be adjusted if necessary.