MODEL COMPUTATION OF THE EFFECT OF ARBITRARY VARIATIONS IN AQUEOUS INFLOW, OUTFLOW CONDUCTANCE, OCULAR RIGIDITY AND EPISCLERAL VEIN PRESSURE ON OCULAR PRESSURE
- 1 October 1977
- journal article
- research article
- Published by Wiley in Acta Ophthalmologica
- Vol. 55 (5) , 761-770
- https://doi.org/10.1111/j.1755-3768.1977.tb08274.x
Abstract
Model calculations of the time course of the intraocular pressure are performed in cases where the four determinants mentioned in the title vary, singly or simultaneously, according to specified time functions. Assumptions are 1) that the outflow of the aqueous humour is proportional to the driving pressure, and 2) that the intraocular pressure and volume are related to each other as described by Friedenwald. The mathematical solution is numerical and involves the repetition of the same calculatory step process. It is rendered probable that the maximal inhibitory effect of acetazolamide on the secretion of aqueous humour is reached in less than one minute after the drug has reached the receptors. A programmable calculator with 224 storage locations is used, the programs are given.—Keywords
This publication has 5 references indexed in Scilit:
- CONTINUOUS RECORDING OF THE INTRAOCULAR PRESSURE IN HUMAN AND RABBIT EYES WITH A SIMPLE APPLANATING SUCTION CUPActa Ophthalmologica, 1977
- THE FACILITY OF AQUEOUS OUTFLOW CALCULATED FROM THE RATE OF FALL IN APPLANATION PRESSURE AFTER INTRAVENOUS ACETAZOLAMIDE IN MANActa Ophthalmologica, 1974
- INTRAOCULAR PRESSURE IN NON‐EQUILIBRIUM STATESActa Ophthalmologica, 1967
- THE EFFECT OF INTRAOCULAR PRESSURE ON RIGIDITY COEFFICIENT IN THE HUMAN EYEActa Ophthalmologica, 1960
- Contribution to the Theory and Practice of Tonometry*American Journal of Ophthalmology, 1937