topic: mapping fields

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Topic: Mapping Fields

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Topic: Mapping Fields. Fields –. 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. Isoline "iso-" means "equal.". Isoline -. Types of Isolines Isotherm – - PowerPoint PPT Presentation

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Page 1: Topic: Mapping Fields

Topic: Mapping Fields

Page 2: Topic: Mapping Fields

Fields –

Page 3: Topic: Mapping Fields

Think of a football field

The numbers represent distance

to goal

What is the distance to the goal at this point?

What is the distance to the goal at this point?

Isoline

Page 4: Topic: Mapping Fields

Isoline "iso-" means "equal."

Isoline -

Page 5: Topic: Mapping Fields

Types of Isolines Isotherm – Isobars – Contour Lines –

Page 6: Topic: Mapping Fields

Rules for drawing Isolines1) __2) ___Example:

•13°C

•13°C •13°C

•11°C •11°C

•11°C

Page 7: Topic: Mapping Fields

3) __

•5

•2

•3

•3

•2

•1

•4

Page 8: Topic: Mapping Fields

4) ___

•12°C

•11°C•12°C

•13°C•12°C

•13°C

Example:

Wrong Way

Page 9: Topic: Mapping Fields

5) ___

•10°C

•9°C •9°C

•10°C•10°C

Off the diagram

•10°C

•9°C

•9°C

•9°C

•9°C

•10°C

Loop

Page 10: Topic: Mapping Fields

Working with Isotherms

Campfire

Where is it the warmest?

Source Sink

Page 11: Topic: Mapping Fields

Source –

Sink –

Source SinkFlows from source to sink

Heat Source (high temperatures)

Heat Sink (low temperature)

Page 12: Topic: Mapping Fields

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

.90°F

.87°F.89°F

.90°F

.90°F

.86°F

.88°F

.87°F

.86°F

.86°F

Page 13: Topic: Mapping Fields

Let’s look at actual temperatures Draw isolines at a 2°F Intervals

.86°F

.82°F

.84°F

.86°F

.86°F .84°F

.85°F .83°F

.80°F

.81°F

Heat Source Heat Sink

Where is the heat source?

Page 14: Topic: Mapping Fields

Gradient

Change in field value between two place.

Gradient = Change in Field Value Distance

Page 15: Topic: Mapping Fields

Yes, take out your ESRT now and find the formula

Page 16: Topic: Mapping Fields

•90°F

•85°F

•85°F

•80°F

Distance = 5m

Remember the Formula

Gradient = Change in Field Value

Distance

Remember the Formula

Gradient = 90-80 =

5m

Remember the Formula

Gradient = 10 = 2°F/m

5m

Page 17: Topic: Mapping Fields

Compare gradient Formula to Rate of Change Formula

Page 18: Topic: Mapping Fields

FQ:

What is wrong with the isolines below?

•10°C

•9°C •9°C

•10°C•10°C

•Final Question