Transcript
Page 1: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

Topographic Map Notes

FIELD- Area where a value is measured.

ISOLINES- a line connecting points of equal value.

Page 2: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

Examples of isolines:

Isotherms: points of equal temperature

Isobar: points of equal barometric (air) pressure

Contour Lines: points of equal elevation

Isohyet: Points of equal rainfall

Anything else you can get a value for.

(The weather channel loves isolines!)

Page 3: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 4: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 5: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 6: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 7: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 8: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

Rules for Drawing Isolines:

1. All points on the line MUST have the same value

15

5 5

1510

1010

10

Page 9: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

2. Isolines are gentle, curving lines- no sharp corners.

15

5 5

1510

1010

10

Page 10: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

3. Isolines are always closed curves even though the map might only show part of it.

Page 11: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

4. Isolines NEVER cross- this would mean that one point has two different values.

20°

30 °

40 ° 50 ° 60 °

X

YZ

Page 12: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

5. Isolines usually have a parallel trend

Page 13: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

6. The interval between 2 isolines must stay constant

40

50

60

30

Page 14: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

25

Page 15: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

6. We can infer any value that exists between 2 lines

20

30

*X*Y

*Z

Page 16: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 17: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 18: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

8. Index Contour Lines

Every 4th or 5th contour line is thicker and bolder and the elevation is shown on the line

Page 19: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

9. Depression contour lines show areas

where land sinks down-

represented by…

Page 20: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

What are the rules concerning hachured

lines?

Page 21: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

10. Rivers / StreamsWhen a contour line crosses a river or stream they bend upstream Towards where the water comes from!!

Page 22: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 23: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 24: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 25: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 26: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

11. Gradient shows how quickly the value changes from one point to another.

How STEEP the hill or mountain is

A steep (high) gradient- lines are close together.A gentle (low) gradient - lines are far apart.

Steep areaGentle area

Page 27: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

Gradient can be calculated using the formula

Page 28: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 29: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

The elevation of Albany is 282 feet. The elevation at Binghamton is 1634 feet. Calculate the gradient to the nearest tenth

of a ft/mi. Show all work.

gradient = change in elevation distance

= 1634-282 115 miles

= 1352 ft 115 miles

= 11.8 ft/mile

Page 30: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

The elevation of Watertown is 99m. The elevation at Oswego is 144m.

Calculate the gradient to the nearest tenthof a m/km. Show all work.

gradient = change in elevation distance

= 144 - 99 75 km

= 45 m 75 km

= 0.6 m/km

Page 31: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

If the distance between the two

circled cities is 425 km, calculate the temperature

gradient to the nearesthundredth?

Show all work.

gradient = change in temperature distance

= 82-48 425

= 34 425

= 0.08 °F/km

Page 32: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

Practice drawing isolines

Page 33: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

Highlight all the data points with the same value.

Page 34: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

Fill in gaps in data.

Page 35: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

Connect the dots.

Page 36: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

Go on to the next value.

Page 37: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

Now try Practice 2!!!!!

Page 38: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 39: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value
Page 40: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

Topographic Profiles

Profiles show the side view of the land

Page 41: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

Please match the contour map on the left with the profile on the right.

Page 42: Topographic Map Notes FIELD- Area where a value is measured. ISOLINES- a line connecting points of equal value

What are the steps to draw a

topographic profileplace a piece of SCRAP paper between the 2

points

MARK where every contour line

touches the edge of the paperdetermine the elevation of each

markplace the paper on the graph and PLOT

the elevation of each contour line


Top Related