Magnetic Bearing A magnetic bearing is a bearing where the Magnetic North line is taken as 0  A compass points towards the magnetic north pole which is.

Slides:



Advertisements
Similar presentations
Latitude, Longitude, Earth's Magnetism & Compass Errors
Advertisements

Beginner Map Reading Compass. Compass Parts of a Compass.
1 SURVEYING LEARNING TO READ A COMPASS. 2 The compass is marked with the four cardinal points – north, east, south, and west. The compass is also marked.
UNIT V: EARTH’S COORDINATE SYSTEMS
Location and Direction
Which North Pole does Santa Claus live at? True North –The earth’s axis of rotation Magnetic North –Where your compass points Grid North –Where the UTM.
Intro to Map and Compass
Lesson 14 Charting a Course
Bearing & Azimuth. Bearing Bearing describes the direction of a line; in highway design, we call it “tangent” It cannot be larger than 90 o It is measured.
Degrees Minutes & Seconds 360 ° in a circle 1° = 1/360 of a circle 1’ = 1/60 of one degree 1” = 1/60 of one minute 1° = 60 minutes or 3600 seconds.
Table of Contents Title: Chapter 2 - Mapping our World Page #: 17
Plotting a bearing on your map You have just located the first point in an orienteering course. The clue indicates that the next location is 1.2km away.
Section 1: Finding Locations on EarthFinding Locations on Earth
Announcements Homework set 1 is due today
Mathematical Operations Using Numbers in Scientific Notation.
Chapter 3 – Models of the Earth
Word of the Day Nautical Mile: One minute of arc length of latitude or longitude at the equator, or 1852m.
CHAPTER 3 – LOCATING PLACES ON A MAP
The Points of the Compass (1)
Sci. 1-1 Pages A. Map – a model or representation of the Earth’s surface.
Divide. Evaluate power – 3 = – 3 EXAMPLE – 3 = 3 2 – – 3 = 6 – 3 Multiply. Evaluate expressions Multiply and divide from.
LATITUDE & LONGITUDE. Latitude and Longitude The earth is divided by lots of imaginary lines called latitude and longitude.
Reading maps social studies Click to continue. Directions Use to advance the slides. If you see a you have to click on it to see more writing. Good luck!
“Latitude, Longitude, Earth’s Magnetism and Compass Error”
Uncontrolled copy not subject to amendment Navigation on Land Using Map and Compass Learning Outcome 1 Part 1: Be able to show the different types of North.
Locating Positions on the Earth’s Surface
Navigate Using a Map and Compass
Temperature.
Mapping Unit Review. Problem 1 1. A level is set up on a job site and a reading is taken off the benchmark. The reading on the rod is found to be 3’-
Uncontrolled copy not subject to amendment Basic Navigation Using Map and Compass.
SCIENTIFIC NOTATION RULES. Rules for converting to Scientific Notation One non-zero number before the decimal One digit after the decimal If you are making.
We have three different ways we can give direction when we are navigating around the world. These directions are all based off a compass. The three ways.
Finding Locations on Earth
Navigation Using map & compass. Cardinal Directions There are four cardinal points on a compass: There are four cardinal points on a compass: North, South,
Finding Locations on Earth. Typical Graph This is an example of a typical graph we are all familiar with. The graph is made up of different “points” with.
Coordinate system A method of locating points by labeling them with numbers called coordinates.
How to Read a Map Chapter 2: Maps as Models of the Earth.
Grid references Definition: The points of intersection between lines of latitude and lines of longitude. Lines of Latitude shows position north or south.
Topic: Maps PSSA: A/S8.D.1.1. Objective: TLW use cardinal directions and latitude and longitude to locate places on a map.
CONVERTING BEARINGS Before converting a grid bearing to a magnetic bearing and vice versa, there are two things you must do: 1. Update the magnetic declination.
Chapter 3 Objectives Distinguish between latitude and longitude.
Chapter 2: Maps as Models of the Earth
Calculating Percent Change
First, convert 0.125° into minutes and seconds.
Chapter 6: Maps as Models of the Earth
Plotting a bearing on your map
LATITUDE and LONGITUDE
How to Use a Compass PAD3O.
Finding Locations on Earth
Finding Locations on Earth
Lesson III: Three Norths & Variation
Problem-Solving Steps Solve Problem-Solving Steps Solve
Latitude and Longitude
Latitude and Longitude
Typical Compass Construction
Chapter 2 – Mapping Our World
Divide the number in C by 10.
Locating Objects in the Night Sky
Multiplying and Dividing in Scientific Notation
Percents and Decimals Objective:
Longitude and Latitude Grid
Latitude and Longitude
Locating Objects in the Night Sky
Where is it In the night sky.
Science Planner 10/10/16 WALT: What can shadows teach us.
Calculating Percent Change
Where is it In the night sky.
Locating Objects in the Night Sky
Bearing and Azimuth.
Locating Objects in the Night Sky
Presentation transcript:

Magnetic Bearing A magnetic bearing is a bearing where the Magnetic North line is taken as 0  A compass points towards the magnetic north pole which is not True North Magnetic North True North ? ? On South African maps Magnetic North will always be to the left i.e. West of True North

True North is the point around which the earth rotates True/Geographic North Magnetic North

Magnetic Declination The measurement in degrees between True North and Magnetic North Magnetic North TN True North TN True North The Magnetic North is not a fixed position. ? ?

Magnetic Declination The measurement in degrees between True North and Magnetic North Magnetic North TN True North TN True North The Metrication of degrees and minutes There are 60 minutes in 1 degree Metrication is dividing the 60 minutes into 10. So one decimal point = 6 minutes 0,  5 = 30 minutes Just multiply metricated degrees by 6 to convert back Metricated degrees are represented 20,  3 west of True North (Twenty degrees and 18’ [minutes] west of True North) ? ?

Magnetic Declination The measurement in degrees between True North and Magnetic North Pietermaritzburg Map Example 1.So the angle between True North and Magnetic North was 20  18’ (20,  3) in Magnetic North as calculated in this area was changing at an average of 2’ per year to the east. ( ) Magnetic North TN True North TN True North 20,  3 Mean magnetic declination 20,  3 west of True North (1981.0). Mean annual change 2’ eastwards ( ) Mean magnetic declination 20,  3 west of True North (1981.0). Mean annual change 2’ eastwards ( ) When working with a map or compass we have to calculate PRESENT Magnetic Declination

Magnetic Declination The measurement in degrees between True North and Magnetic North Pietermaritzburg Map Example 1.So the angle between True North and Magnetic North was 20  18’ (20,  3) in Magnetic North as calculated in this area was changing at an average of 2’ per year to the east. ( ) When working with a map or compass we have to calculate PRESENT Magnetic Declination Pietermaritzburg Map Example 1.Present year = Map date of magnetic declination = Difference in years = 30 years 4.Annual change = 2’ east 5.Annual change multiplied by difference in years 2’ X 30 = 60’ east 6.Direction of change is East therefore SUBTRACT 7.Subtract total change = 20  18’ minus 30’ 8.Magnetic declination for 2011 = 19  48’ west of true north Pietermaritzburg Map Example 1.Present year = Map date of magnetic declination = Difference in years = 30 years 4.Annual change = 2’ east 5.Annual change multiplied by difference in years 2’ X 30 = 60’ east 6.Direction of change is East therefore SUBTRACT 7.Subtract total change = 20  18’ minus 30’ 8.Magnetic declination for 2011 = 19  48’ west of true north If the average change is to the east-> SUBTRACT total change If the average change is to the west-> ADD total change

Magnetic Declination Pietermaritzburg Map Example 1.Present year = Map date of magnetic declination = Difference in years = 30 years 4.Annual change = 2’ east 5.Annual change multiplied by difference in years 2’ X 30 = 60’ east 6.Direction of change is East therefore SUBTRACT 7.Subtract total change = 20  18’ minus 60’ 8.Magnetic declination for 2011 = 19  18’ west of true north Pietermaritzburg Map Example 1.Present year = Map date of magnetic declination = Difference in years = 30 years 4.Annual change = 2’ east 5.Annual change multiplied by difference in years 2’ X 30 = 60’ east 6.Direction of change is East therefore SUBTRACT 7.Subtract total change = 20  18’ minus 60’ 8.Magnetic declination for 2011 = 19  18’ west of true north If the average change is to the east-> SUBTRACT total change If the average change is to the west-> ADD total change The Steps used in the calculation 1.When was the magnetic declination of the map calculated? 2.Work out the difference in years between present time and your answer to 1. above 3.What was the average change per year? 4.Calculate the total change –the average change per year X difference in years 5.If …. 6.You now have the map declination for the present time

Exercise 1.Using the Alberton Map calculate the Magnetic Declination for this year Magnetic North TN True North TN True North 17 ,0 Mean magnetic declination 17,  0 west of True North (1977.0). Mean annual change 4’ eastwards ( ) Mean magnetic declination 17,  0 west of True North (1977.0). Mean annual change 4’ eastwards ( )

Exercise 2. Using the Plettenberg Bay Map calculate the Magnetic Declination for this year Magnetic North TN True North TN True North 23 ,6 Mean magnetic declination 23 ,6 west of True North (1977.0). Mean annual change 2’ eastwards ( ) Mean magnetic declination 23 ,6 west of True North (1977.0). Mean annual change 2’ eastwards ( )

Exercise 1.Using the Alberton Map calculate the Magnetic Declination for this year Magnetic North TN True North TN True North 17 ,0 Mean magnetic declination 17,  0 west of True North (1977.0). Mean annual change 4’ eastwards ( ) Mean magnetic declination 17,  0 west of True North (1977.0). Mean annual change 4’ eastwards ( ) Alberton Map Example 1.Present year = Map date of magnetic declination = Difference in years = 34 years 4.Annual change = 4’ east 5.Annual change multiplied by difference in years 4’ X 34 = 136’ east (2  16’) 6.Direction of change is East therefore SUBTRACT 7.Subtract total change = 17  0’ minus 2  16’) 8.Magnetic declination for 2011 = 14  44’ west of true north Alberton Map Example 1.Present year = Map date of magnetic declination = Difference in years = 34 years 4.Annual change = 4’ east 5.Annual change multiplied by difference in years 4’ X 34 = 136’ east (2  16’) 6.Direction of change is East therefore SUBTRACT 7.Subtract total change = 17  0’ minus 2  16’) 8.Magnetic declination for 2011 = 14  44’ west of true north

Exercise 2. Using the Plettenberg Bay Map calculate the Magnetic Declination for this year Magnetic North TN True North TN True North 23 ,6 Mean magnetic declination 23 ,6 west of True North (1977.0). Mean annual change 2’ eastwards ( ) Mean magnetic declination 23 ,6 west of True North (1977.0). Mean annual change 2’ eastwards ( ) Alberton Map Example 1.Present year = Map date of magnetic declination = Difference in years = 34 years 4.Annual change = 2’ east 5.Annual change multiplied by difference in years 2’ X 34 = 68’ east 6.Direction of change is East therefore SUBTRACT 7.Subtract total change = 23  6’ minus 68’ 8.Magnetic declination for 2011 = 21  58’ west of true north Alberton Map Example 1.Present year = Map date of magnetic declination = Difference in years = 34 years 4.Annual change = 2’ east 5.Annual change multiplied by difference in years 2’ X 34 = 68’ east 6.Direction of change is East therefore SUBTRACT 7.Subtract total change = 23  6’ minus 68’ 8.Magnetic declination for 2011 = 21  58’ west of true north