In this prospective study, data from 24 randomly selected eyes of 24 consecutive patients (12 men and 12 women, mean age ± SD: 31.7 ± 6.2 years, range: 22–45) who were undergoing bilateral PRK treatment for myopia were obtained. All patients were healthy and had no evidence of external corneal disease, ocular hypertension, or glaucoma. They were evaluated before and 6 months after the surgical procedure. In both conditions, routine ophthalmic examinations were performed, including objective refraction evaluation by autorefractometer (model AR-600; Nidek, Aichi, Japan), IOP measurements by noncontact tonometer (model TX-10; Canon Ltd., Tokyo, Japan), mean anterior radius of corneal curvature assessment (Keratron Scout; Optikon, Rome, Italy), and central corneal pachymetry by ultrasonic pachymeter (Altair 606 AN; Optikon). IOP measurements were always performed between 9 and 10 AM, and the mean of three consecutive readings was considered for the statistical analysis. IOPs with standard deviations among measurements exceeding 0.4 mm Hg were rejected.
The design and performance of the experimental procedures were clearly formulated in an experimental protocol, adhering to the tenets of the Declaration of Helsinki, which was approved by the institutional ethics review board. A written informed consent was obtained from each patient before his or her inclusion in the study and after the goals and methods of the study and the potential side effects and discomfort that the instillation of the topical hypotensive drug may entail were adequately explained.
After recording of the baseline IOP, 1 drop of 0.005% latanoprost (Xalatan; Pharmacia Upjohn, Uppsala, Sweden) was instilled in the selected patient’s eye. A second IOP measurement was performed 24 hours later by a second examiner masked to all previous data who used the same modality and instrument used in the first examination. Pachymetry was performed after tonometry to prevent IOP reduction due to corneal indentation by the ultrasound probe.
Surgery was performed in all patients by one surgeon (CT) with the same technique. Both of each patient’s eyes were treated during the same session. PRK was performed with an excimer laser (Technolas Keracor 217-C; Chiron, Irvine, CA), with emmetropia as the intended outcome in all cases. Before photoablation, the corneal epithelium was manually removed with the subject’s eye under topical anesthesia. After surgery, topical antibiotics and artificial tears were routinely used. Topical steroids (fluorometholone acetonide 0.1%, Flarex; Alcon, Fort Worth, TX) were limited to a 7-day therapy bid.
All patients were regularly followed up in the postoperative period, and no ocular complications were detected. At the 6-month visit, after the ophthalmic evaluation, 1 drop of 0.005% latanoprost was placed in the patient’s eye, and a second IOP measurement was assessed 24 hours later by a different examiner masked to all previous IOP readings. Care was taken to avoid latanoprost instillation at least in the 2 hours before or after administration of artificial tears.
According to a recent study,
19 all pre- and postoperative IOPs were recalculated and expressed as true IOP (IOPT) measurements, using the following mathematical formula
\[{\delta}\ {=}\ {\delta}_{2}\ {-}\ {\delta}_{1}\]
This formula considers the deformation of the apex of the anterior cornea (δ) during applanation tonometry as the result of two opposed deformations: the intraocular (δ
1) and the applanating (δ
2) pressures.
The deformation δ
2 may be determined by the equation
20 \[{\delta}_{2}\ {=}\ \frac{aW\ (R\ {-}\ t/2)\sqrt{1\ {-}\ {\nu}^{2}}}{Et^{2}}\]
where
a is the corneal geometry constant,
W is the applanating weight,
R is the radius of curvature of the anterior cornea;
t is the CCT, ν is Poisson’s ratio of the cornea, and
E is the modulus of elasticity of the cornea.
According to Orssengo and Pye,
19 a constant corneal Poisson’s ratio of 0.49 was used.
21 22 The modulus of elasticity was estimated from the formula
E = 0.0229 · IOPT.
The deformation δ
1 may be determined by the equation
20 \[{\delta}_{1}\ {=}\ \frac{w\ (R\ {-}\ t/2)^{2}(1\ {-}\ {\nu})}{2Et}\]
where
w is actual IOP.
Substituting
equations 2 and 3 3 for
equation 1 gives the equation for the deformation δ as
\[{\delta}\ {=}\ \frac{aW\ (R\ {-}\ t/2)\sqrt{1\ {-}\ {\nu}^{2}}}{Et^{2}}\ {-}\ \frac{w\ (R\ {-}\ t/2)^{2}(1\ {-}\ {\nu})}{2Et}\]
To determine the coefficient
a, the calculation of a parameter λ is needed. It may be estimated by using the equation
20 \[{\lambda}\ {=}\ r\left[\ \frac{12(1\ {-}\ {\nu}^{2})}{(R\ {-}\ t/2)^{2}t^{2}}\right]\ ^{1/4}\]
where
r is the radius of the circle applanated by the tonometer (standard applanated circle radius: 1.53 mm). Applying the value of λ in
Table 1 ,
20 the relative coefficient
a is obtained.
Absolute IOP and IOPT differences before and after latanoprost instillation, as well as the corresponding percentages were also calculated before and after surgery.