A plain-English look at the science behind your turbulence forecast
Everything we do is built on top of NOAA's High-Resolution Rapid Refresh (HRRR) model. It's the best real-time weather model available for the US, and it's the same data that professional meteorologists and aviation forecasters rely on every day.
Here's what makes it so useful for turbulence:
Turbulence is tricky. It can come from jet streams, mountain waves, wind shear, temperature gradients, and a bunch of other atmospheric processes. If you only look at one of those, you're going to miss things or get a lot of false alarms.
So instead of relying on a single formula, we run 13 independent turbulence calculations on the weather data. They fall into two groups:
These are focused on turbulence that happens in clear skies, usually at cruising altitude near the jet stream. Each one looks at the atmosphere from a slightly different angle:
When wind blows over mountains, it can create waves in the atmosphere that propagate up to cruising altitude. These two diagnostics are specifically designed to catch that:
Both of these use a terrain-aware component that factors in mountain height, slope steepness, and low-level wind speed. They work especially well over the Rockies, Sierra Nevada, and Appalachians.
Here's a problem: each of those 13 calculations produces its own number in its own units. A raw "Ellrod3 value" doesn't mean anything to a passenger, and you can't directly compare it to a "VORTSQ value."
So we convert all of them to Eddy Dissipation Rate (EDR), which is the international standard for measuring turbulence. EDR describes how much turbulent energy is being dissipated in the atmosphere, and it's the same metric that aircraft sensors measure in real time.
The conversion uses a methodology developed by Sharman & Pearson (2017) for the FAA. Each diagnostic gets statistically mapped to EDR using a distribution that was calibrated against millions of real turbulence measurements from commercial aircraft. So when we say "this area has an EDR of 0.2," that's tied directly to what an actual airplane would feel flying through it.
One important detail: the original research by Sharman & Pearson was done using coarser weather models (13 km and 28 km grids). The HRRR runs at 3 km, which means it resolves much sharper gradients in the atmosphere.
You can't just take calibration numbers from a coarse model and apply them to a fine model. The numbers would be off. So we processed a multi-year archive of HRRR data to derive our own calibration parameters for each of the 13 diagnostics. This makes sure the EDR values stay physically accurate at this higher resolution.
Once every diagnostic has been converted to EDR, we blend them in two steps:
We do it this way because clear-air and mountain wave turbulence are fundamentally different physical processes. Averaging them together would water down the signal. By taking the max, the dominant turbulence source always comes through clearly.
Now we have a full 3D turbulence map of the atmosphere. The last step is mapping your specific flight through it.
We trace your route and sample the turbulence values at regular intervals along the way at your expected cruise altitude. Each sample point gets classified into a severity category:
Each category has a weight (100 for smooth, 85 for light, 50 for moderate, 15 for severe, 0 for extreme), and your final score is the weighted average across your whole route. So a flight that's 80% smooth and 20% light turbulence would land around a 97. Pretty good.
We want to be upfront about the limitations. Turbulence forecasting is really good these days, but the atmosphere is chaotic, and no model is perfect.
That said, by combining NOAA's best weather data with peer-reviewed science and our own calibration work, we think this is the most transparent and rigorous turbulence forecast available to everyday flyers. We're always working to make it better.
Scientific Reference:
Sharman, R. D., and J. M. Pearson, 2017: Prediction of Energy Dissipation Rates for Aviation Turbulence. Part I: Forecasting Nonconvective Turbulence. Journal of Applied Meteorology and Climatology, 56, 317–337, doi:10.1175/JAMC-D-16-0205.1.