| Literature DB >> 30013698 |
Daniel A Dworkis1,2, Scott G Weiner3,4, Vincent T Liao4, Danielle Rabickow5, Scott A Goldberg3,4.
Abstract
INTRODUCTION: The epidemic of opioid use disorder and opioid overdose carries extensive morbidity and mortality and necessitates a multi-pronged, community-level response. Bystander administration of the opioid overdose antidote naloxone is effective, but it is not universally available and requires consistent effort on the part of citizens to proactively carry naloxone. An alternate approach would be to position naloxone kits where they are most needed in a community, in a manner analogous to automated external defibrillators. We hypothesized that opioid overdoses would show geospatial clustering within a community, leading to potential target sites for such publicly deployed naloxone (PDN).Entities:
Mesh:
Substances:
Year: 2018 PMID: 30013698 PMCID: PMC6040905 DOI: 10.5811/westjem.2018.4.37054
Source DB: PubMed Journal: West J Emerg Med ISSN: 1936-900X
Figure 1Map of locations of opioid-related emergency medical services (EMS) runs in Cambridge, Massachusetts (MA). Open circles represent locations at which at least one EMS run occurred during the study period. The dashed line shows the border of the city of Cambridge, MA. A scale bar is provided in the bottom left, and the arrow labeled “N” at the top right points due north. Background map data, obtained from OpenStreetMap contributors, is available at www.openstreetmap.org.
Figure 2Estimates of Ripley’s K-function (K) for opioid-related runs. Monte Carlo estimates (MCE) of observed vs. expected values of Ripley’s K-function as a function of distance (r). The solid black line shows the estimated observed K(r), while the dashed red line shows the theoretical K(r) in the setting of complete spatial randomness for the same number of observations. The gray-shaded area shows estimates of potential variability in K(r) assuming complete spatial randomness, generated by MCE with n=999 simulations.
Obs, observed; Theo, theoretical; Hi, Maximum MCE of theoretical distribution of K(r); Lo, minimum MCE of theoretical distribution of K(r).
Figure 3Density-based clustering of opioid-related emergency medical services (EMS) runs. Map of locations of opioid-related EMS runs with superimposed cluster analysis. Filled and unfilled circles both identify locations at which at least one EMS run occurred during the study period. Unfilled circles show locations not in clusters, while filled circles show locations in clusters and are colored by cluster membership. The areas encompassed by identified clusters are shaded in gray. The outer black line shows the boundary of Cambridge, Massachusetts, while the inner black lines surrounding clusters show the convex hull polygons enclosing each cluster. Labels “A,” “B,” and “C” identify and name the clusters.
Characteristics of clusters of opioid-related emergency medical services runs.
| Cluster | Runs | Locations | Area | M-Dist | N-200 | P-200 | M-Age | P-Female |
|---|---|---|---|---|---|---|---|---|
| A | 86 | 42 | 116948.3 | 97.2 | 75 | 87.2 | 38 | 34.9 |
| B | 191 | 81 | 319630.7 | 171.7 | 116 | 60.7 | 37 | 31.4 |
| C | 85 | 8 | 94332.4 | 17.7 | 80 | 94.1 | 40 | 35.3 |
Runs: total number of emergency medical services (EMS) runs included in cluster.
Locations: unique spatial locations included in cluster.
Centroid: coordinates of cluster centroids, listed as Latitude/Longitude with WGS84 coordinate reference.
Area: physical size of cluster in square meters.
M-Dist: median distance in meters between all points in a cluster and the centroid of that cluster.
N-200 and P-200: number and percentage of EMS runs in a cluster falling within 200 meters of the cluster centroid.
M-Age: median age in years of patients receiving EMS care within a cluster.
P-Female: percent of patients receiving EMS care within a cluster that was identified as female.
Figure 4Publicly deployed naloxone coverage areas in opioid-related emergency medical services (EMS) run clusters. Sub-maps of locations of opioid-related EMS runs in Cambridge, Massachusetts, centered on Cluster A (left) or Cluster B (right). Open circles represent locations in each cluster where at least one EMS run occurred during the study period. (A random spatial jitter has been applied to reduce numbers of degenerate points and better show approximate numbers of EMS runs at each location.) Locations of EMS calls that were not part of the relevant cluster are not shown. Solid lines surrounding clusters show the convex hull polygons describing the boundary of each cluster; because of the random spatial jitter, run locations may artificially appear outside of these polygons. Solid squares show the location of the centroid of each cluster, and shaded gray circles show circles with radii of 200 meters centered on cluster centroids.