Ординатура / Офтальмология / Английские материалы / LASIK and Beyond LASIK Wavefront Analysis and Customized Ablation_Boyd_2001
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Chapter 38
Patient 3: Decentered ablation
This 36-year-old woman had LASIK in both eyes in 1998 and was referred to me because of a decentered ablation. The right eye was perfect, but she complained bitterly about permanent monocular diplopia and distorted halos in her left eye. A TopoLink LASIK was planned. The corneal topography taken prior to the TopoLink LASIK is shown in Figure 38-4, lower left, and Figure 38-5, lower right. A decentered myopic ablation is visible. The
ablation is decentered about 1.5 mm downwards and 1 mm temporally. We calculated a customized ablation based on the Orbscan II topographic map just described. The planned ablation pattern is shown in Figure 4, upper right. The scale is in m. The predicted outcome of corneal topography is shown in Figure 4, lower right (scale in diopters). I used the Hansatome to create a new flap with a thickness of 160 m and a diameter of 8.5mm (8.5mm suction ring). The surgery was uneventful. The ablation was
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Figure 38-4: Treatment plan in TopoLink LASIK. This plan is shown on the screen of the Keracor 217 excimer laser when the treatment is loaded. It features patient data, upper left, preoperative topography, lower left, the simulated ablation pattern, upper right, and the expected postoperative topography, lower right.
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Figure 38-5: Orbscan II differential map after treatment. The preoperative map, lower right, shows a decentered ablation, the postoperative map, upper right, shows improved centration. The differential map is shown on the left.
centered on the center of the entrance pupil, and the eye tracker was used. Figure 38-5 shows the preand postoperative maps as well as the differential map, taken 1 day after surgery. The postoperative map, upper right, shows significantly improved centration and no residual astigmatism. The differential map, left, shows the asymmetric ablation pattern, customized to this individual eye. Visual acuity improved to 20/25 uncorrected, and even more important, monocular double vision and halos were no longer visible. This case indicates that TopoLink LASIK is a valuable tool in the treatment of decentered ablations.
Results of TopoLink in Repair Procedures
In our initial prospective study, we evaluated 29 eyes of 27 patients treated between July 1996 and July 1997. Inclusion criteria were irregular corneal astigmatism due to trauma or previous corneal
surgery. We considered TopoLink LASIK as patients’ last option prior to corneal graft. Eyes were divided into four groups: Group 1 (post-keratoplasty group) consisted of six eyes (five patients) with irregular corneal astigmatism after penetrating keratoplasty. All grafts were performed more than 2 years previously. Group 2 (post-trauma group) consisted of six eyes (six patients) with irregular corneal astigmatism after corneal trauma. The trauma had occurred more than 2 years in the past in all eyes. Group 3 (decentered/small optical zones group) consisted of 11 eyes (10 patients) with irregular corneal astigmatism after PRK (one eye) or LASIK (10 eyes) due to decentered or small optical zones. All patients in this subgroup complained about halos and image distortion even during the day. Group 4 (central islands group) consisted of six eyes (six patients) with irregular astigmatism after PRK (two eyes) or LASIK (four eyes) due to central islands or keyhole patterns. All patients in Group 4 complained about blurred vision or image distortion even during the day.
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In the post-keratoplasty group and in the post-trauma group, corrective cylinder was significantly reduced.The topographic success rate was defined as either the planned correction fully achieved or the attempted correction partially achieved (decrease of irregularity of more than 1 D on the differential map and / or increase of optical zone size by at least 1 mm). Success rate was highest (91%) in the decentered/small optical zones group, followed by the post-trauma group, which had a success rate of 83%. The lowest success rate was observed in the central island group, at 50%. Overall, 14 of the 29 eyes were reoperated (48%) due to regression of effect or undercorrection. The rate of reoperations was lowest in the decentered/small op-
tical zones group, at 36%, as compared to 50% in all other groups (Table 1).
These results demonstrate that TopoLink LASIK definitely works to significantly reduce irregularities in extremely irregular corneas. Results also showed that most eyes were undercorrected, which led us to adjust the algorithm. Finally, the problem of targeting the right spot on the cornea must be addressed. The results of group 4 (central islands) were poor, which suggests that we may not have hit the right target in these eyes with small and circumscribed irregularities. Ideally, the laser should be locked on a topographic map of the cornea prior to treatment, and that is what we are currently working on to improve results in these rare cases.
Table 1
Refraction, visual acuity, and corneal topography 12 months after TopoLink LASIK (UCVA: uncorrected visual acuity; SCVA: spectacle-corrected visual acuity; *: p = 0.01; **: p = 0.001)
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Results of TopoLink in Normal Eyes
In a prospective, non-comparative case series, we operated on 203 eyes of 203 patients between January 1999 and July 1999. Inclusion criteria were myopia of -1.00 to -12.00 D with or without astigmatism of up to -4.00 D. Patients were divided into two groups: Group 1 (low myopia) consisted of 114 patients with myopia of -1.00 to -6.00 D (mean, -3.83 +/-1.67 D), and astigmatism of 0 to -4.00 D (mean, -1.32 +/-1.06 D).
Group 2 (high myopia) consisted of 89 patients with myopia of -6.10 to -12.00 D (mean, -7.83 +/-1.38 D) and astigmatism of 0 to -3.50 D (mean, -1.06 +/-0.92 D).
No reoperations were performed in these series, and no complications occurred. Three months after surgery, 51 patients in the low myopia group and 40 patients in the high myopia group were available for follow-up. A total of 96.1% of patients in the low myopia group and 75% in the high myopia group were within +/-0.50 D of emmetropia. Uncorrected visual acuity was 20/20 or better in 82.4% of patients in the low myopia group and in 62.5% in the high myopia group; 20/25 or better in 98.0% in the low myopia group and in 70.0% of the high myopia group; and 20/40 or better in 100% of the low myopia group and 95.0% of the high myopia group. In low myopia, spectacle-corrected acuity at the higher levels improved as compared to preoperative values, and 13.7% (n=7) had a spectacle-corrected visual acuity of 20/12.5 or better. A total of 47.1% (n=24) saw 20/15 or better after TopoLink LASIK, as compared to the preoperative values of 5.9% (n=3) and 37.3% (n=19), respectively. Differences were statistically significant (p<0.01). However, when mean values (log scale) of spectacle-corrected visual acuity were compared, differences were not statistically significant (p=0.2).
The larger percentage of patients seeing 20/12.5 or 20/15 3 months postoperatively than preoperatively in the low myopia group may indicate an improvement of spectacle-corrected visual acuity due to the customized LASIK. In the high myopia group, no improvement was observed, even though a one-line improve-
ment should be expected due to higher magnifi- |
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cation (3). The lack of improvement in the high |
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myopia group is most likely because corneal re- |
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fractive surgery in high myopia causes a signifi- |
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cant decrease in optical quality of the eye and, |
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consequently in quality of vision because of the |
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relationship of optical zone size, reversed |
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asphericity, and pupil size (4,5). We were able to |
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demonstrate that the new approach, customized |
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ablation based on corneal topography, works |
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clinically at least as well as a standard ablation |
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in normal eyes. This is a significant finding as |
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our approach is based on a totally different cal- |
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culation of the ablation: Instead of ablations |
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based on Munnerlyn´s formula, we defined a tar- |
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get asphere and ablated the difference between |
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The Bausch & Lomb Aberrometer |
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The Bausch & Lomb aberrometer (Figure |
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38-6) uses a low-intensity HeNe-laser that is shone |
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into the eye. The pupil is dilated prior to examina- |
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tion to allow for a measured optical zone of at least 6 |
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mm and to prevent accommodation. The reflected |
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light from the fundus is focused by a number of small |
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Figure 38-6: Beta-version of the Bausch & Lomb Surgical Aberrometer. The chinand headrest are visible on the right.
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lenses, a so-called lenslet-array, and the resulting picture is captured by a CCD-camera (Figure 38-7). Ideally, each of the bright white spots focused by each of the small lenses should have the same intensity and pattern. This would equal a plane wavefront, which means a perfect optical system. As most eyes are not perfect optical systems, the white spots will have different intensities and / or patterns, indicating deviations of the wavefront from plano. The deviations from plano are calculated based on the image captured by the CCD-camera, and the actual wavefront deviation is depicted graphically in color-
coded maps. Figure 8 shows an example of astigmatism. The spherical error was not included. The 3D graph shows the typical “potato chip” pattern of astigmatism. The wavefront deviation is expressed in m above or below the ideal plane wavefront. The measured deviation, simply multiplied by a constant, can be used to perform the laser ablation. As such, wavefront-deviation guided ablations seem a very logical choice. As always, actually performing the procedure is not as easy as it looks, and my description of aberrometer technology is considerably simplified.
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Figure 38-7: Schematic illustration of the Bausch & Lomb Aberrometer. A low-inten- sity laser light is shone into the eye, the reflected light is focused by a number of small lenses (lenslet-array), and pictured by a CCD-camera. The captured image is shown on the left.
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Figure 38-8: Calculated wavefront-deformation of an eye with astigmatism (Bausch & Lomb Aberrometer). X- and Y-axis are in mm and represent the diameter of the optical zone measured. Z-axis is in m and shows the deviation of the wavefront from plano (“residual aspheric wavefront aberration”). The “potato chips” pattern visible is typical in astigmatism.
Wavefront-Deviation Guided LASIK
The first clinical work using wavefront guided ablations was done by Dr. Marguerite McDonald in New Orleans and Dr. Seiler in Dresden, Germany. Some patients showed improvement of best-correctable visual acuity; others did not. We began these treatments in January 2000 in Mannheim, Germany, with our first treatments using the Bausch & Lomb aberrometer. Patients were enrolled as part
of a prospective study comparing eyes intraindividually. One eye of each patient received a standard LASIK, the fellow eye a LASIK using wavefront-deviation guided ablations. Of our first ten patients treated, three improved by 2 lines over preoperative spectacle-corrected visual acuity, and seven reached the same visual acuity they had preoperatively. The first number of patients treated is still far too small for any conclusions to be drawn.
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REFERENCES
1.Knorz MC. Broad-beam versus scanning-beam lasers for refractive surgery. Ophthalmic Practice 1997;15:142-145
2.Wiesinger-Jendritza B, Knorz MC, Hugger P, et al. Laser in situ keratomileusis assisted by corneal topography. J Cataract Refract Surg 1998;24:166-174
3.Applegate RA, Howland HC. Magnification and visual acuity in refractive surgery. Arch Ophthalmol 1993;111:1335-1342
4.Holladay JT, Dudeja DR, Chang J. Functional vision and corneal changes after laser in situ keratomileusis determined by contrast sensitivity, glare testing, and corneal topography. J Cataract Refract Surg 1999;25:663-669
5.Pallikaris IG. Quality of vision in refractive surgery. J Refract Surg 1998;14:551-558
Michael C. Knorz, M.D.
Klinikum Mannheim
Theodor Kutzer Ufer 1-3,
Mannheim, Germany
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412 SECTION V
WAVEFRONT MEASUREMENTS OF THE HUMAN EYE WITH HARTMANN-SHACK SENSOR
Chapter 39
WAVEFRONT MEASUREMENTS OF THE HUMAN EYE WITH HARTMANN-SHACK SENSOR
CURRENT STATE OF THE ART TECHNOLOGY FOR EXCIMER LASER REFRACTIVE SURGERY
L.A. Carvalho, M.D., J. C. Castro, M.D., W. Chamon, M.D. P. Schor, M.D., L. A. V. Carvalho, M.D.,
Introduction
The technological advances in refractive surgery techniques in the past decade have been overwhelming. For the first time ever there is a plausible chance of using corneal topography and eye aberration data to develop algorithms for optimized excimer laser ablations. The main objective is to obtain the best possible visual acuity. The first excimer (from the word excited dimer) lasers for refractive surgery started to operate at mid 1980’s and could only correct simple cases of myopia. With the evolution of these lasers we can talk today about point by point corneal ablations with “flying spot” lasers and correction of many other corneal abnormalities, such as irregular astigmatism.
The next obvious question that came to mind at the end of this decade is: if we have a precise method for measuring the front surface of the cornea and a laser that can “mold” it into whatever shape desired, what’s missing? Why are we not quite there yet? The answer is that there are still lots of aspects to be considered before refractive surgery gets close to perfection. One of these aspects comes from the current auto-refractors. It’s necessary to know how weak or strong is the optical system of the whole eye, including the lens. Corneal topography by it self doesn’t measure myopia and hyperopia, and in terms
of astigmatism, it can determine only the corneal contribution. Axial and Tangential maps are good only for measuring differences in corneal refractive power, but not for determining total eye refraction. Data obtained with actual auto-refractors are incomplete because they determine only the best sphero-
cylindrical lens, usually by measuring power in three different meridians [11, 12, 13]. But this is crude infor-
mation compared to the non-symmetrical aberrations that occur in the eye, and also compared to the precision with which lasers can ablate the cornea and topographers can measure it. These two equipments can act on much more complicated surfaces than simple torics. The conclusion is evident: the actual auto-refractors do not have the required precision; therefore it is necessary to search and develop techniques that can measure refractive error for all points.
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Principles of Eye Aberration Measurements with the HartmannShack Sensor
In this section we’ll describe in more details the optical and mathematical principals of eye aberration measurements with the use of the HartmannShack (HS) sensor. In the year of 1971 Shack[15] proposed the use of micro-lens arrays instead of regular
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Hartmann screens. Remember that the subject had to tell whether the light points were joined or not, because the examiner had no idea of what the light rays did after they entered the eye. Now imagine an opposite direction of propagation of the light rays. Imagine that we could shine a single light beam onto the fovea and, instead of asking the patient what he or she was seeing, in some way we could detect how the light rays came out of the eye. If we take a look at Figure 39-1 we might understand better the point that we want to make here.
We may notice that a point of light scattered at the retina of a normal eye generates at the exit
Figure 39-1: A dot of light reflecting at the fovea and leaving the eyes of three subjects with myopia, hyperopia and a normal eye (emetropic).
pupil what we call in physics a plane wave front. Although we have mentioned this term in the previous section, this is a good opportunity do define what it means. As we all know, light may be described as rays, such as in geometrical optics, or as waves, in physical optics. When describing light as wave phenomena, it has, as any other wave in physics, a wavelength, a velocity, amplitude and a phase (see these parameters in figure 39-2).
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Figure 39-2: Parameters of a wave.
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The phase of a wave is determined by the position of the wave crest. The wave front of a bundle of rays is determined by the connection of crests of neighboring waves. In figure 39-3 we may see two kinds of wave-fronts, one that is said to be “in phase” and other that is said to be “out of phase”, that is, with aberrations.
The most interesting aspect about the HS sensor is that, by comparing the dot pattern of a distorted wave-front with those of a plane wave front, one may precisely determine the exact shape of the distorted wave-front. This is so because the amount of displacement of each dot is directly proportional to the distortion of the wave front (see figure 39-4)
Liang at. Al. used the optical diagram depicted in figure 39-5 to measure optical aberrations of two subjects [14].
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Figure 39-3: Waves in phase and out of phase
Figure 39-4. A plane wave front focuses light at a point that lies over the optical axis of the lens, but a distorted wave front focuses light at a displaced point. The amount of displacement determines the wave front distortion.
Figure 39-5. Schematic diagram of optical setup used by Liang to measure aberrations of the eye. A He-Ne laser beam (1) is focused at the back of the eye. In this first optical path the objective is to generate a small
spot of light at the retina, by adjusting position of lens (16). The accommodation system consists of a light bulb (5) that shines a picture (5), which is viewed by the eye. Lens (3) is shifted until the far point of the eye is found. The diffused light reflected at the retina return passing by all eye components (vitreous humor, crystalline, aqueous humor, cornea), goes through lens (16), reflects on the beam splitter (7) and continuous through lenses (8), (9) and (11), going through the stop (10). The stop eliminates reflections from the accommodation system, from the cornea and lens (16). Finally the wave-front hits at the HS sensor (12) and is focused at the CCD array (13). The CCD image is digitized in a “frame grabber” (14) and processed at an IBM PC, which displays the graphical information at the colored monitor (15).
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