2022
DOI: 10.1136/rapm-2021-103089
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ED90 of spinal 2-chloroprocaine 1% in ambulatory knee arthroscopy up to 45 min: a randomized biased-coin- up-and-down sequential allocation trial

Abstract: BackgroundA short acting spinal anesthetic facilitates smooth flow since quick recovery of motor function will facilitate unassisted ambulation. The aim of this study was to estimate the effective dose (ED90) of intrathecal 2-chloroprocaine 1% in outpatient knee arthroscopy.MethodsTwo cohorts were included in two different hospitals. In cohort I, a randomized biased-coin up-and-down design with 40 patients was used to find the ED90. Four dose-levels of plain 2-chloroprocaine 1% were used: 25, 30, 35 and 40 mg.… Show more

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Cited by 3 publications
(5 citation statements)
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“…The biased-coin methodology has been used to determine the ED90 or ED95 in dose-finding study26–28; however, the dose assignment needed to be randomised, which was slightly more difficult to implement than the Dixon and Massey up-and-down method. Since the Dixon and Massey up-and-down method cannot be used to accurately determine the ED95 and is associated with a broad CI, we used Centered Isotonic Regression to calculate ED50 and ED95 in our study.…”
Section: Discussionmentioning
confidence: 99%
“…The biased-coin methodology has been used to determine the ED90 or ED95 in dose-finding study26–28; however, the dose assignment needed to be randomised, which was slightly more difficult to implement than the Dixon and Massey up-and-down method. Since the Dixon and Massey up-and-down method cannot be used to accurately determine the ED95 and is associated with a broad CI, we used Centered Isotonic Regression to calculate ED50 and ED95 in our study.…”
Section: Discussionmentioning
confidence: 99%
“…The biased-coin design specifically lends itself to estimating nonmedian dosage targets such as the ED90; moreover, this specific design is optimal among up-down methodologies in that the distribution of administered doses is most peaked around the target dose. 10–13…”
Section: Methodsmentioning
confidence: 99%
“…The biased-coin design specifically lends itself to estimating nonmedian dosage targets such as the ED90; moreover, this specific design is optimal among up-down methodologies in that the distribution of administered doses is most peaked around the target dose. [10][11][12][13] If a subject did not respond successfully, the dose for the next subject was increased by 2.5 mg. By contrast, if a subject responded successfully, the bupivacaine dose was decreased by 2.5 mg with a probability of 10% and maintained with a probability of 90% (ratio 1:9). This ratio of probabilities (ie, the biased coin) helps ensure that the doses administered gravitate toward levels with high success rates.…”
Section: Dosing Protocol and Dose Allocationmentioning
confidence: 99%
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