| Literature DB >> 29239147 |
Anuradha Ramamoorthy1, Brian M Sadler2, J G Coen van Hasselt3, Jeroen Elassaiss-Schaap3,4, Sreeneeranj Kasichayanula5, Alena Y Edwards6, Piet H van der Graaf3,7, Lei Zhang1, John A Wagner8.
Abstract
The consumption of asparagus is associated with the production of malodorous urine with considerable interindividual variability (IIV). To characterize the urinary odor kinetics after consumption of asparagus spears, we conducted a study with consenting attendees from two American Society for Clinical Pharmacology and Therapeutics (ASCPT) meetings. Subjects were randomized to eat a specific number of asparagus spears, and then asked to report their urinary odor perception. Eighty-seven subjects were included in the final analysis. A mixed effect proportional odds model was developed that adequately characterized the dose-response relationship. We estimated the half-life of the asparagus effect on malodorous urine to be 4.7 hours (relative standard error (RSE) = 13.2%), and identified a dose-response slope term with good precision (24.3%). Age was found as the predictor of IIV in slope estimates. This study design and tools can be used as a demonstration "crowdsourcing" project for studying population kinetics in organizational and educational settings.Entities:
Mesh:
Year: 2017 PMID: 29239147 PMCID: PMC5784735 DOI: 10.1002/psp4.12264
Source DB: PubMed Journal: CPT Pharmacometrics Syst Pharmacol ISSN: 2163-8306
Characteristics of participants included for the data analysis
| No. of participants with evaluable data | 87 |
|---|---|
| No. of men/women | 51/34 |
| Age, years (median, range) | 41 (24–64) |
| Known ability to smell odor after eating asparagus (no.) | No (30), yes (57) |
| Consumed asparagus prior to study | No (83), yes (4) |
Sex was missing for 2 participants.
Age was missing for 6 participants.
Figure 1(a) Frequency counts of reported odor scores versus time after dose. (b) Representative selection of individual reported odor scores vs. time.
Parameter estimates of the final kinetic‐pharmacodynamic mixed effect proportional odds model
| Description | Parameter | Estimate | RSE (%) | IIV (CV%) |
|---|---|---|---|---|
| Structural model | ||||
| Log, half‐life of asparagus effect (h) |
| 1.55 (ns 4.7 h) | 13.2 | – |
| Level ≥1, baseline |
| −0.505 | 46.1 | 69.9 |
| Level ≥2 |
| −0.861 | 13.8 | – |
| Level ≥3 |
| −0.889 | 13.3 | – |
| Level ≥4 |
| −1.41 | 15.5 | – |
| Log, slope of asparagus effect |
| −0.879 (ns 0.42) | 24.3 | 60.8 |
| Effect of age on slope |
| −1.5 | 45 | – |
CV, coefficient of variation; IIV, interindividual variability; ns, normal (non‐log) scale; RSE, relative standard error; t½, half‐life.
Calculated as sqrt(exp(OMEGA)‐1).
βη.
Slope for individual i given by SLOPEi = exp(SAsp*(AGEi/41)AGE‐SASP+ηSASP).
Figure 2Relationship between individual predicted estimate for slope and associated age of participant. The blue solid line indicates the prediction for the effect of age on slope included in the final model.
Figure 3Simulated median and interquartile range of dose‐response relationship between the number of consumed asparagus spears and the peak score (n = 2,000 individuals), for different age groups.
Figure 4Visual predictive check showing the observed (solid circles) and 95% prediction intervals for each score (DV) interval.