We evaluated the changes in MBR-vessel by a mixed-model method to incorporate appropriate covariates between repeated measured values over time. Specifically, we assumed the following model:
i(subject) = 1,…,31,
j(time) = 0, 10 (days), 1, 2, 3, 6 (months) where
yij is the MBR at time
j of subject
i. ai is a subject-specific random effect,
Gi = 1 represents the affected eye and 0 the unaffected eye. The function
f(
tj:
b), which represents a fixed effect of time on the refraction, was specified as a polynomial function:
The
b parameters represent the fixed-time effects and interaction between the time and group effects, respectively. The order of polynomials in
f(
tj,
Gi:
b) was selected on the basis of the Akaike information criteria (AIC). For the residual term
εij of the refraction value, we assumed a heterogeneous compound symmetrical structure within patients.
Chi-square tests were used to compare categorical data, and independent t-tests were used to compare normally distributed data. Repeated 1-way ANOVA with post hoc Bonferroni corrections was used to evaluate changes in the MBR, IOP, MOP, and pulse waveform parameters. We used paired t-tests to compare normally distributed data between the affected eyes and the fellow eyes at specific time-points. Pearson correlation coefficient analysis was used to determine the correlations between the ratio of preoperative MBR-vessel in the affected eyes to those in the fellow eyes and the independent variables such as the size of retinal tear, extent of RD, preoperative MOPP, heart rate, IOP, age, visual acuity, and axial length. All statistical analyses were performed with SAS9.4 (SAS, Inc., Cary, NC, USA). A P less than 0.05 was considered statistically significant.