| Literature DB >> 35087977 |
Undrakonda Vivekanand1, Sarita Gonsalves Lobo2, Navya Dharmappa2, Alekya Kesireddy1.
Abstract
Aim: To determine if there is a difference at all in proximal convergence to accommodation ratio (PC/ A) between 2 myopic groups. Group A: -0.50D < SE < 3.00D, SE: spherical equivalent, D: Diopter) and Group B (-3.00D SE and above). Patients and methods: In this prospective observational study, 24 consecutive patients with myopia between -0.50D < SE < 3.00D were included in group A and 27 consecutive patients with myopia > -3.00 D SE were included in group B. Patients with pathological myopia, strabismus or heterophoria anomalies were excluded. The PC/ A ratio for both the groups were calculated by measuring the difference between value of accommodative convergence to accommodation ratio (AC/ A) derived from heterophoria and gradient method using a prism bar method. Statistical analysis was performed by analyzing descriptive statistics and the independent sample t-test using SPSS ver. 22.0 software.Entities:
Keywords: AC/ A ratio; myopes; proximal convergence ratio
Mesh:
Year: 2021 PMID: 35087977 PMCID: PMC8764421 DOI: 10.22336/rjo.2021.71
Source DB: PubMed Journal: Rom J Ophthalmol ISSN: 2457-4325
Comparing descriptive elements and PC/ A ratio in both groups
| Group A | Group B | P-value | |
| No. of subjects | 24 | 27 | |
| Age (in years) + Std | 22.4 + 7.9 | 22.1 + 5.5 | |
| Sex (Male: Female) | 13:11 | 15:12 | 1.00 |
| Mean spherical equivalent (Std) | 1.56(0.73) | 6.09(1.2) | |
| Average PC/ A ratio in ∆ (std) | 2.6(0.86) | 3.24(0.68) | 0.00 |
| Std = Standard deviation, AC/ A = Accommodative convergence/ Accommodation, PC/ A ratio = Proximal convergence/ Accommodation |