# Calculating Wind Speed and Direction

#### Calculating Wind from Isobars by Table Lookup

There are at least two formulas I know of to estimate wind speed based on spacing of isobars on a surface analysis. Both are based on the relationship between pressure gradient (e.g. millibars per degree) and the latitude of interest. For those that are interested, a discussion of each follows. Fortunately, it is much easier to use a table where someone else has done the math for you.

#### Calculating Wind Speed

Measurement of the spacing of isobars can be done manually, or with the assistance of a tool. Here, a Surface Analysis of the Northeastern Pacific was loaded and displayed using OpenCPN, a chart plotter program. The shaded circle highlights the area of interest which is located on latitude 40.

The two black arrows point to each end of a measurement tool. The yellow box indicates a measurement of 102nm. Divide 102 by 60 to get the the number of nautical miles in 1°. In the example, there are 1.7**°** between the two isobars, falling between two table columns. 40**°** latitude at 1.5 isobars/degree equals 33 kts winds. 2.0 isobars/degree equals 25 kts.

30 kts is a reasonable estimate of winds in the area.

#### Estimated Wind Direction

Estimate wind direction by looking at the direction of the isobars. Wind blows out of the high by 15**°** to 30**°** and into the low by the same. Interestingly, in both cases, subtract 15**°** to 30**°** from the direction of travel of the isobar for an estimate of wind direction.

Estimate wind direction in the example by taking the angle of the measurement (325**°**) and subtracting 90**°**. Resulting in the direction the isobar is coming from (235**°**). The wind travels into the low by an angle of 15**°** to 30**°**. Resulting in an estimated wind direction of 205**°** to 220**°**.