Ensemble trajectory plots show the forecast tracks of individual weather features from all ensemble members in one plan-view map. They can be generated for a variety of features, such as cyclonic vorticity centres, surface low or high pressure centres, tropical cyclones, and individual convective storm cells.
In this guide, we will focus on trajectories of surface low pressure centres since they are one of the most common EPS trajectory products, and are very similar to tropical cyclone tracks.
Low centre trajectory plots show the path of the estimated centre of surface low pressure systems over time. The centres can be for:
Note that the magnitude of the low can only be derived when the centre is for the lowest pressure values.
On the plot below, low pressure centre tracks are shown in teal. A deterministic run (red) and a control run (magenta) are also plotted with waypoints for context. The legend indicates what the plot shows, in this case the minimum central pressure.
Depending on the display, waypoints may be plotted hourly, daily, or for any increment in between. Some plots include date and time markings beside the waypoints while others use different waypoint symbols for each time.
If date/time markings are provided, you can estimate the speed of the system from the length of the trajectories between waypoints: the longer the distance, the faster the system is moving. Note that a trajectory can start after the beginning of the forecast period or stop before the end, so you should carefully scrutinize the plot when estimating the speed of a feature for all members.
The distance between the different members’ waypoints (perpendicular to the track) also helps you understand the amount of spread in the distribution at a location or time. The greater the distance, the greater the uncertainty in forecast outcome. In this example, there is clearly more uncertainty in members at location X than location Y. However, there are tracks from multiple systems at location X, with the southern four trajectories from the system coming out of northeast Colorado. This is one of many reasons to be careful when use trajectories.
You can see the spatial maximum and minimum in the distribution by looking at the tracks on the outside of the group’s path or the outliers.
Sometimes a mean track is plotted. If not, you can get an idea of the most likely path (or paths if there is more than one cluster) by visually averaging the tracks.
Occasionally, an EPS member will produce a distinct feature that is not present in the other members, such as the single low pressure track highlighted on the map above. In other cases, many, but not all, members will produce a feature. This becomes important when using low pressure system trajectory maps to gauge probabilities of the low’s position or timing. You’ll need to determine the number of members present and those that did or did not produce the feature. For example, to determine the probability that the low pressure system will track a specific way, you can count the number of members in a certain direction from the location of interest, then divide by the total number of members. The example below has 22 members, with 8 to the south of the yellow circle. This means that there’s a roughly 36% chance that the low will track to the south of that location.
Strengths:
Weaknesses:
Trajectory plots are useful for looking at all member solutions to estimate the shape of the distribution and general spread. When waypoints are included, they can be used to estimate differences in system timing.
Trajectory plots are best combined with other plots in the following ways.
Keep the following points in mind when using trajectory plots.
Cyclone track set A shows the least spread since the trajectories are so closely packed.
The cyclone track set B shows the greatest spread because the trajectories are so widely spaced and so many of the members are not producing a cyclone. You need to be careful when evaluating spread on maps like this since the projection exaggerates the confidence at high latitudes and weakens it at lower latitudes.
The pressure centre values are not present (except for the control runs) so you cannot tell which set of trajectories shows the lowest mean pressure from the cyclone tracks set.
The longest-lived system has the most time steps along its trajectories. You can easily count the control run time steps since they have dots on them. In this case, trajectory set C has the most time steps, 14.