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Contents

  Interactive Map

  Instructions

  How to use the tool map

  Use Mode

  Measuring a bearing (direction) in a map

  Calculate Distance Area and Perimeter in a Map

  Accuracy map

  Accuracy

  Comment

  References

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Interactive Map

Get earth coordinates, with interactive Google Maps, tool to calculate latitude, longitude, distance (km, meters, mile, foot) between two or more points of the earth, or calculate area and perimeter . You can view this information simply by clicking

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Instructions

This tool aims to obtaining geographic coordinates (latitude, longitude, location, street address, points ...), distance of a polyline or area on Google interactive map, it's easy to use, you have different mode to get information (point, distance, polyline, area ).
When you click (single left click) on the map create a marker that contain street address, latitude and longitude, you can view this information simply by clicking (single right click) on the marker.
Click on the map to find coordinates (Latitude and Longitude) of a location.
Street address, Map Coordinate (Longitude/Latitude) Finder.
With this tool get lat/lon without the workaround: javascript:void(prompt('',gApplication.getMap().getCenter()))

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How to use the tool map

 Search

  allows you search for the following:
   # Address (example: Central Park West, New York), (example: Macquarie St, Circular Quay NSW 2000, Australia)
   # Geographic features (example: torre di pisa) (example: louvre)
   # Places - Cities, towns, states, provinces, states and continents (example: Berlin, Germany)
   # Coordinates (example: 41.38716 , 2.17010), (example: -34° 36’ 43.56" -58° 24’ 3.6" ), (example: 41° 53’ 24.72" N 12° 29’ 32.64" E)

 Map pan control

   # Press the up arrow on your keyboard to move north
   # Press the down arrow on your keyboard to move south
   # Press the right arrow on your keyboard to move east
   # Press the left arrow on your keyboard to move west

 Map zoom control

  # Zoom: Click + to zoom in on the center of the map, click - to zoom out.
  # Zoom slider - Drag the zoom slider up or down to zoom in or out incrementally

 Coordinates

   This text visualize the coordinates referring to the marker on the map.

 Address

   This text visualize the address of the marker on the map.

 MAP

   This area displays the map, search results and much more.

 Left click

   Set a marker on the map and update the values in the text fields coordinates and address.

 Double click

   Zoom in on the center of the map.

 Right click

open a context menu
   # saveAsDefault
   # Zoom In Here
   # Zoom Out Here
   # Clear Markers
   # mode: Point    Distance    Polyline    Area.    see help Use Mode

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Use Mode

Before selecting the mode of use, select a point in the map, right-click button in the menu and choose in the menu: saveAsDefault, this way you save the reference default.
To find in the map, the coordinates (latitude, longitude), read the guide How to use the tool map.

 Point

   by left clicking on the map appears a marker that contain the latitude, longitude and street address information, each click creates a new marker.

 Distance

   by left clicking on the map appears a marker and a line from the default marker to new marker, the next click remove the old marker and creates a new. On the top text fielt you can visualize the distance value between the two points, measured in Km, mile (mi) or for short distance meters (mt), foot (ft).

 Polyline

   by left clicking on the map appears a marker and a segment from the previous marker to new marker, all marker are linked with segment from the default. On the top text fielt you can visualize the distance value from default to the last point, measured in Km, mile (mi) or for short distance meters (mt), foot (ft). This is very useful to calculate the distance of a path of trekking, mountain bike, sport, free time ...

 Units of measurement

   km - kilometers, mt - meters, mi - miles, ft - foot, nmi - nautical miles.

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Measuring a bearing (direction) in a map

A bearing is a measurement of direction between two points in the earth. There are two formats for the Bearings, an azimuth bearing or a quadrant bearing.
An azimuth bearing indicate direction in degree, north as 0°, east 90°, south 180°, and west 270° (the compass is numbered clockwise from 0° to 360°).
For quadrant bearings the compass is divided into four sections, each containing 90°. Quadrant bearings are given in the format of N 42°E (northeast), S 13°W (southwest), ...
To determine the bearing from two point (from point A to point B) in a map, is to carry a protractor with you when you’re in the field. If you have a protractor with you, place it on the map so it is oriented parallel to a north-south gridline, with the center of the protractor on point A (or on a line drawn between points A and B). Once you have done this, you can simply read the bearing you need to go off of the protractor.
If you have a computer connected to the internet you can use the tool of this web page, using the mode distance or polyline, save the point A where you want to measure the bearing (orientation), then with another click on the map appears a second marker, high in the field text value will be displayed the value, for example, | dir: 352.58° |.

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Calculate Distance Area and Perimeter in a Map

Distance mode, polyline and aera, for each click on the map will show the total length of the segments joining the starting point to final, in addition is computed direction between the last two points of the polyline.
Mode area for each click adds a vertex and a polygon is drawn on the map at any time you can move the vertices by dragging the map, the value of the area is updated automatically.
In the top field displays the extent of the area highlighted, and the length of the perimeter of the polygon.
The calculation of a surface directly on an online map, is useful for a quick assessment of the available area for a photovoltaic system, and therefore the maximum power installed.
Value of bering used to determine what the azimuth of a roof or ground to assess the performance of a photovoltaic or solar thermal.

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Accuracy map

The mathematical model used approximates the earth to a sphere with a radius of 6378137 meters, so the calculation of distance might have an error of 0.3%, particularly in the polar extremes, and for long distances through various parallel.
The spherical model also affects the calculation of the bearing or direction (the error increases with distance). If we take the extreme case, consider two diametrically opposite points on the equator the shortest path does not pass through the equator but to the pole, then the bearing will not be 90° or 270° (depending on the direction of travel) but 0° or 180°, for all other cases we will have intermediate values.
If the measure of direction was made a map a plane we will have the same problem.
For short distances the error becomes irrelevant.

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Accuracy

Latitude and Longitude have the maximum error in the equator, because the earth' radius is maximum.
The Earth is not a sphere, but an irregular shape approximating an ellipsoid. The accuracy of the longitude increases the further from the equator you get. The accuracy of the latitude remains almost unchanged.
The earth's radius et the equator is: 6378.160 km than the circunference is: (r*2*pi) 40075.1612 km, each degree is: (40075.1612 / 360) 111.319 km.
Precision choice is of 5 decimal place is accurate to 1.11 meter (+/- 55.5 cm) at the equator.
placesdecimal deg.degreesdistance
01.01°0’0"111.319 km
10.10°6’0"11.131 km
20.010°0’3.6"1.113 km
30.0010°0’0.36"111.3 m
40.00010°0’0.036"11.13 m
50.000010°0’0.0036"1.11 m
60.0000010°0’0.00036"11.1 cm
70.00000010°0’0.000036"1.11 cm

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Comment

If detected inaccuracies bug, or want to suggest new features add a comment.
Thanks in advance for your contribution to improve this site.


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References

http://code.google.com/apis/maps/documentation/reference.html
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