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Effect of Nitrous Oxide on Gas Bubble Volume-Reply
Gerald L. Wolf, MD
Christine Capuano
John Hartung, PhD
Brooklyn, NY
Arch Ophthalmol. 1985;103(9):1272-1274.
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| Since this article does not have an abstract, we have provided the first 150 words of the full text PDF and any section headings. |
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In Reply.
—We wish to thank Dr Thaller for his thoughtful reading of our article, his comments, and this opportunity to present further clarification of our study.
The "estimate of the expected error" is calculated from a combination of the gas laws of Boyles and Charles, ie, P1 x V1/T1 = P2 x V2/T2, where P is the absolute pressure, V is the volume, and T is the temperature in degrees kelvin. Calculation is then 760 mm Hg x 0.5 mL/293 °K = 775 mm Hg x V2/309 °K, where P1 is 760 mm Hg atmospheric pressure; V, is 0.5 mL injected gas; T, is 20 °C + 273 °C, where room temperature is 20 °C; P2 is intraocular pressure of 15 mm Hg plus atmospheric pressure; V2 is new gas volume; and T2 is anterior chamber temperature of
. . . [Full Text PDF of this Article]
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