Editorial Views  |   November 2009
Science Marches Forward: A New Tool to Study the Progress of Labor
Author Affiliations & Notes
  • Dennis M. Fisher, M.D.
  • James C. Eisenach, M.D.
  • *P Less Than Company, San Francisco, California. . †Department of Anesthesiology, Wake Forest University School of Medicine, Winston-Salem, North Carolina.
Article Information
Editorial Views / Obstetric Anesthesia
Editorial Views   |   November 2009
Science Marches Forward: A New Tool to Study the Progress of Labor
Anesthesiology 11 2009, Vol.111, 936-937. doi:10.1097/ALN.0b013e3181ba3c46
Anesthesiology 11 2009, Vol.111, 936-937. doi:10.1097/ALN.0b013e3181ba3c46
FOR decades, carpenters used a mechanical level—a liquid-filled tube whose position is adjusted until a bubble is centered—to ensure the angles in their projects. In recent decades, mechanical levels have been supplanted by laser-driven devices. Now, an “app” permits an iPhone® (Apple, Inc., Cupertino, CA) to accomplish the same thing. So it is in science; new tools enable us to replace old tools and thereby enable us to ask new questions or old questions in a more precise manner. This issue of Anesthesiology contains an article by Debiec et al.  1 describing this type of change.
The underlying causes of onset and progress of labor in humans remain a mystery and represent important public health concerns, given the high cost of premature birth. The wide interindividual variability of the progress of labor has always been of interest to obstetricians and anesthesiologists. Anesthesiologists have been primarily concerned over the past two decades with whether their interventions, such as epidural analgesia, slow the progress of labor. The tool used most often to examine the progress of labor is based on work done by an obstetrician, Friedman,2 initially in the 1950s. Friedman tracked the course of labor (quantified by cervical dilatation) in 500 primigravid parturients and then quantified the time course of labor (cervical dilatation vs.  time). His model consisted of two portions: a shallow linear phase (“latent” labor) and a steeper curvilinear portion (“active” labor). The active portion was further divided into four portions: an acceleration phase (the transition between latent and active labor), a linear portion (“phase of maximal slope”), a curvilinear portion (“deceleration phase”), then a plateau at full dilatation (“second stage”).
Friedman's approach offered limited opportunity for mathematical analysis. Thus, the richness of data collected over the course of labor underwent minimal scrutiny. Perhaps important issues could not be addressed because the analysis tools were lacking. Debiec et al.  1 applied methods commonly associated with pharmacokinetic analysis to labor data. To accomplish this, they first needed to define a “model,”i.e.  , to assess the “shape” of the time course of labor. Whereas Friedman had described the course of labor with intersecting lines, Debiec et al.  1 concluded that a continuous function based on exponentials worked better in their hands. They then needed to determine if a single exponential or the sum of two exponentials was justified by the data. This is similar to the process in pharmacokinetic analyses, where one decides between one- and two-compartment models. Having found a model that fit the data, the authors could then evaluate the effects of covariates (e.g.  , did the course of labor differ as a function of self-proclaimed race?). Although the results of this manuscript focus on the latter, the major contribution of Debiec et al.  1 is actually development of the model.
The method used by Debiec et al.  1 is called “mixed-effects modeling” in which the relative contribution of fixed-effects (things that one can measure; in this case, things like ethnicity) and random effects (random variability among subjects that cannot be attributed to measurable characteristics) are considered. In medicine, the first major use of mixed-effects modeling was for pharmacokinetic analysis. In particular, the computer program NONMEM (non  -linear m  ixed e  ffects m  odeling) was developed at the University of California, San Francisco, by the late Lewis Sheiner, M.D., Ph.D. (Professor, Departments of Laboratory Medicine and Biopharmaceutical Sciences, University of California San Francisco, California, 1940–2004) and Stuart Beal, Ph.D. (Professor of Laboratory Medicine, University of California, San Francisco, 1941–2006) to facilitate modeling of drug behavior. Much seminal work in anesthesia has been performed by using NONMEM, and it is rare for an issue of a major anesthesia journal to appear without one or more articles that depend on its use. However, the article by Debiec et al.  1 probably represents the first application of mixed-effects modeling to the time course of labor.
By using NONMEM, the authors identified the effects of several maternal characteristics that influence the time course of labor with high degrees of statistical significance. Debiec et al.  1 also showed that the magnitude of these effects was trivial, despite their statistical significance. From their analysis, we learn that the factors measured in their study do not explain why some women have fast labor and others have slow labor. However, the authors have provided a sharp tool to quantitatively assess the effect of any patient or environmental covariate (e.g.  , genetic influences, barometric pressure) on the time course of labor. Understanding the causes of interindividual variability in physiologic responses, disease progression, and response to therapy is a central theme to 21st century biomedical research. Debiec et al.  1 have provided an important tool to perinatal and pain medicine to probe root causes of such variability in progress of labor and the pain it causes.
*P Less Than Company, San Francisco, California. . †Department of Anesthesiology, Wake Forest University School of Medicine, Winston-Salem, North Carolina.
Debiec J, Conell-Price J, Evansmith J, Shafer SL, Flood P. Mathematical modeling of the pain and progress of the first stage of nulliparous labor. Anesthesiology 2009; 111:1092–1109Debiec, J Conell-Price, J Evansmith, J Shafer, SL Flood, P
Friedman EA: Primigravid labor. Obstet Gyn 1955; 6:567–89Friedman, EA