| NATS 101 Lecture 15 Surface and Upper-Air Maps |
| Supplemental References for TodayÕs Lecture |
| Gedzelman, S. D., 1980: The Science and Wonders of the Atmosphere. 535 pp. John-Wiley & Sons. (ISBN 0-471-02972-6) | |
| Summary |
| Because horizontal pressure differences are the force that drives the wind | |
| Station pressures are adjusted to one standard levelÉMean Sea LevelÉto mitigate the impact of different elevations on pressure | |
| Slide 4 |
| Surface Maps |
| Pressure reduced to Mean Sea Level is plotted and analyzed for surface maps. | ||
| Estimated from station pressures | ||
| Actual surface observations for other weather elements (e.g. temperatures, dew points, winds, etc.) are plotted on surface maps. | ||
| NCEP/HPC Daily Weather Map | ||
| Isobaric Maps |
| Weather maps at upper levels are analyzed on isobaric (constant pressure) surfaces. | ||
| (Isobaric surfaces are used for mathematical reasons that are too complex to explain in this course!) | ||
| Isobaric maps provide the same information as constant height maps, such as: | ||
| Low heights on isobaric surfaces correspond to low pressures on constant height surfaces! | ||
| Cold temps on isobaric surfaces correspond to cold temperatures on constant height surfaces! | ||
| Isobaric Maps |
| Contour Maps |
| Display undulations of 3D surface on 2D map | |
| A familiar example is a USGS Topographic Map | |
| ItÕs a useful way to display atmospheric quantities such as temperatures, dew points, pressures, wind speeds, etc. |
| Rules of Contouring (Gedzelman, p15-16) |
| ÒEvery point on a given contour line has the same value of height above sea level.Ó | |
| ÒEvery contour line separates regions with greater values than on the line itself from regions with smaller values than on the line itself.Ó | |
| ÒThe closer the contour lines, the steeper the slope or larger the gradient.Ó | |
| ÒThe shape of the contours indicates the shape of the map features.Ó |
| Contour Maps |
| ÒTo successfully isopleth the 50-degree isotherm, imagine that you're a competitor in a roller-blading contest and that you're wearing number "50". You can win the contest only if you roller-blade through gates marked by a flag numbered slightly less than than 50 and a flag numbered slightly greater than 50.Ó |
| Slide 11 |
| Slide 12 |
| Slide 13 |
| Slide 14 |
| Slide 15 |
| Slide 16 |
| Slide 17 |
| Slide 18 |
| Slide 19 |
| Slide 20 |
| Key Concepts for Today |
| Station Pressure and Surface Analyses | |
| Reduced to Mean Sea Level Pressure (SLP) PGF Corresponds to Pressure Differences | |
| Upper-Air Maps | |
| On Isobaric (Constant Pressure) Surfaces PGF Corresponds to Height Sloping Downhill | |
| Contour Analysis | |
| Surface Maps-Analyze Isobars of SLP Upper Air Maps-Analyze Height Contours |
| Key Concepts for Today |
| Wind Direction and PGF | |
| Winds more than 1 to 2 km above the ground are perpendicular to PGF! | |
| Analogous a marble rolling not downhill, but at a constant elevation with lower altitudes to the left of the marbleÕs direction | |
| Assignment |
| Topic – NewtonÕs Laws | |
| Reading - Ahrens pg 150-157 | |
| Problems - 6.12, 6.13, 6.17, 6.19, 6.22 (6.13, 6.14, 6.18, 6.20, 6.23) |