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Topic: Mapping Fields.

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Presentation on theme: "Topic: Mapping Fields."— Presentation transcript:

1 Topic: Mapping Fields

2 Fields –

3 Think of a football field
What is the distance to the goal at this point? Isoline What is the distance to the goal at this point? The numbers represent distance to goal

4 Isoline "iso-" means "equal."

5 Types of Isolines Isotherm – Isobars – Contour Lines –

6 Rules for drawing Isolines
__ ___ Example: 13°C 13°C 13°C 11°C 11°C 11°C

7 3) __ 5 3 4 3 1 2 2

8 4) ___ Example: 12°C 13°C 13°C 12°C 12°C 11°C Wrong Way

9 5) ___ 9°C 9°C 10°C 10°C 10°C 10°C 10°C 9°C 9°C 9°C 9°C
Off the diagram Loop

10 Working with Isotherms
Where is it the warmest? Source Sink Campfire

11 -------------------->
Source – Sink – Source Sink > Flows from source to sink Heat Source (high temperatures) Heat Sink (low temperature)

12 Let’s look at actual temperatures Draw Isolines at a 1°F Intervals

13 Let’s look at actual temperatures Draw isolines at a 2°F Intervals
Heat Sink Heat Source .82°F .86°F .84°F .80°F Where is the heat source?

14 Gradient = Change in Field Value
Change in field value between two place. Gradient = Change in Field Value Distance

15 Yes, take out your ESRT now and find the formula

16 90°F 85°F 85°F 80°F Distance = 5m Remember the Formula
Gradient = 10 = 2°F/m 5m Remember the Formula Gradient = = 5m Remember the Formula Gradient = Change in Field Value Distance

17 Compare gradient Formula to Rate of Change Formula

18 What is wrong with the isolines below?
FQ: What is wrong with the isolines below? Final Question 10°C 10°C 10°C 9°C 9°C


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