| Literature DB >> 26762381 |
Astrid W Oosten1, João A Abrantes2,3,4, Siv Jönsson4, Peter de Bruijn5, Evelien J M Kuip5, Amílcar Falcão2,3, Carin C D van der Rijt5,6, Ron H J Mathijssen5.
Abstract
PURPOSE: Transdermal fentanyl is effective for the treatment of moderate to severe cancer-related pain but is unsuitable for fast titration. In this setting, continuous subcutaneous fentanyl may be used. As data on the pharmacokinetics of continuous subcutaneous fentanyl are lacking, we studied the pharmacokinetics of subcutaneous and transdermal fentanyl. Furthermore, we evaluated rotations from the subcutaneous to the transdermal route.Entities:
Keywords: Fentanyl; NONMEM; Pharmacokinetics; Subcutaneous; Transdermal
Mesh:
Substances:
Year: 2016 PMID: 26762381 PMCID: PMC4792338 DOI: 10.1007/s00228-015-2005-x
Source DB: PubMed Journal: Eur J Clin Pharmacol ISSN: 0031-6970 Impact factor: 2.953
Patient characteristics
| Characteristics ( | No. (%) |
|---|---|
| Median age (years)—range | 63 (23–80) |
| Sex | |
| Male | 33 (63) |
| Female | 19 (37) |
| Race | |
| Caucasian | 47 (90) |
| Other | 1 (2) |
| Unknown | 4 (8) |
| WHO performance status | |
| 0 | 0 |
| 1 | 19 (37) |
| 2 | 17 (33) |
| 3 | 4 (8) |
| Unknown | 12 (23) |
| Median body mass index—range | 25 (18–40) |
| Median NRS in rest at start of fentanyl or on admission—range | 5 (2–10) |
| Primary tumour localization | |
| Breast | 8 (15) |
| Colorectal | 5 (10) |
| Prostate | 7 (13) |
| Soft tissue sarcoma/GIST | 6 (12) |
| Urinary tract (including the kidney) | 8 (15) |
| Other | 18 (35) |
| Median albumin—range | 39 (29–49) |
| Median AST (U/l)—range | 31 (13–216) |
| Median ALT (U/l)—range | 22 (7–131) |
| Median total bilirubin (μmol/L)—range | 7 (3–16) |
Typical population pharmacokinetic parameter estimates for subcutaneous and transdermal fentanyl and bootstrap analysis results
| Parameter (units) | NONMEM estimate (%RSE)a | Bootstrap mean (95 % CI)b | ||
|---|---|---|---|---|
| Structural model parameters | ||||
|
| 0.0358 | (24.4) | 0.0374 | (0.0248, 0.0555) |
|
| 4.73 | (21.2) | 4.65 | (2.25, 6.98) |
|
| 0.0135 | (16.8) | 0.0140 | (0.0105, 0.0188) |
|
| 280 | (fix) | – | |
| CL70kg/ | 49.6 | (9.36) | 50.4 | (40.9, 61.6) |
| Inter-individual variability (%CV) | ||||
|
| 93.5 | (15.2e) | 91.1 | (59.6, 119) |
|
| 42.3 | (30.0e) | 45.7 | (19.7, 67.8) |
|
| 42.4 | (23.9e) | 41.4 | (10.5, 59.2) |
| CL/ | 43.2 | (15.2e) | 41.6 | (27.1, 53.9) |
| Inter-occasion variability (%CV) | ||||
|
| 32.8 | (51.1e) | 39.2 | (12.0, 77.0) |
| Residual unexplained variability (%CV) | ||||
| Proportional residual error | 23.4 | (5.17f) | 23.2 | (20.6, 25.6) |
aThe condition number of the final model was 24.99
bMean and 95 % bootstrap percentile confidence intervals. Runs with estimates near a boundary (n = 150), rounding errors (n = 165) or crashed (n = 3) were skipped when calculating results
c V 70kg/F = 280 × (WT/70)
dCL70kg/F = estimate × (WT/70)0.75
e%RSE is reported on the approximate standard deviation scale (standard error/variance estimate)/2. η-shrinkage for inter-subject variability ranged between 14.6 and 48.4 % and η-shrinkage for inter-occasion variability was >35 %
fε-shrinkage was 5.97 %
CI confidence interval; CL /F apparent clearance for a subject with 70 kg; %CV percent coefficient of variation, reported as sqrt(variance) × 100 %; F bioavailability; k absorption rate constant; %RSE relative standard error; t absorption lag time; V /F apparent volume of distribution for a subject with 70 kg; WT weight (kg)
Fig. 1Stochastic simulation of fentanyl plasma concentrations versus time after application of a transdermal patch with a delivery rate of 50 μg/h in 52 patients
Fig. 2Goodness-of-fit plots for the final model. Observed fentanyl plasma concentrations versus population predictions (left panels) and individual predictions (right panels) in normal (top panels) and logarithmic scale (bottom panels). The solid line represents the line of identity (x = y) and the dashed line represents a linear regression line
Fig. 3Population prediction-corrected visual predictive check for the final model for subcutaneous and transdermal fentanyl. The x-axis represents the time after the first recorded dose of fentanyl after admission. Dots are the population predicted-corrected individual observations, and the solid and dashed lines represent the median and the 10th and 90th percentiles of the observed data, respectively. The shaded areas represent the simulation-based 95 % confidence interval for the simulated data percentiles
Fig. 4Simulated fentanyl plasma concentrations during the rotation from a subcutaneous infusion of 50 μg/h at steady state to a transdermal patch with a delivery rate of 50 μg/h using the 12-h scheme (1000 simulations of 52 subjects). Following this scheme, the subcutaneous administration is continued in the same dose for 6 h after applying the transdermal patch, after which 50 % of the dose is given during an extra 6 h. The simulated solid line represents the median of the simulated data, and the shaded area represents the 80 % prediction interval. The vertical dashed line represents the time of patch application