Coordinates Santa Monica Pier with converter to all coordinate systems (2024)

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Coordinates Santa Monica Pier with converter to all coordinate systems (1)

My current location

Example: North 47.018711° | East 12.34256°

Input:
The input of the latitude is a decimal number between -89.999999 and 89.999999.
If the degree of latitude is given in S as south, the number should be preceded by a minus sign.
The input of the longitude is a decimal number between -179.999999 and 179.9999999.
If the longitude is given in W as west, the number should be preceded by a minus sign.
If these limit values are not kept with the input, the frame turns red, and/or the fields remain empty.

Decimal degree (WGS84)

Lat: ° (N) Watch your step!
Since this converter calculates with negative north values instead of positive south values, you have to put a - in front of your value, if it contains the specification S.
So from 10.12345 S becomes here -10.12345 N!
Lon: ° (E) Watch your step!
Since this converter calculates with negative east values instead of positive west values, you have to put a - in front of your value, if it contains the specification W.
So from 20.12345 W becomes here -20.12345 E!

Example: North 47°1.122 | East 12° 20.553'

The input for the latitude must be between -89 and 89 and must be an integer.
The input for the longitude must be between -179 and 179 and must be integer.
The input of minutes for latitude and longitude is an optional decimal number, but if it is made it must be between 0 and 59.99999.
If these limits are not met, the frame will turn red or the fields will remain empty.

Degrees Minutes (WGS84)

Lat: ° ' (N) Attention!
Since this converter calculates with negative north values instead of positive south values, you have to add a - in front of your degree value, if it contains the specification S.
So 10° 1.2345' S becomes here -10° 1.2345' N!
Lon: ° ' (E) Attention!
Since this converter calculates with negative east values instead of positive west values, you have to put a - in front of your degree value, if it contains the specification W.
So from 20° 1.2345' W becomes here -20° 1.2345' E!

Example: North 47° 1' 7.359' | East 12° 20' 33.216'

The input for the latitude must be between -89 and 89 and must be an integer.
The input for the longitude must be between -179 and 179 and must be integer.
The input of minutes for latitude and longitude must be between 0 and 59 and must be integer.
The input of the seconds for latitude and longitude is optional, but if it is done it must be between 0 and 59.99999.

If these limits are not met during input, the frame will turn red or the fields will remain empty.

Degrees Minutes Seconds (WGS84)

Lat: ° ' &Santa Monica Pieruot; (N) Attention!
Since this converter calculates with negative north values instead of positive south values, you have to add a - to your degree value, if it contains the specification S.
So from 10° 1' 2.345' S becomes here -10° 1' 2.345' N!
Lon: ° ' &Santa Monica Pieruot; (E) Attention!
Since this converter calculates with negative east values instead of positive west values, you have to put a - in front of your degree value, if it contains the specification W.
So from 20° 1' 2.345'; W becomes here -20° 1' 2.345' E!

Example: E (East) = 2783009 | N (North) = 1223568

As these coordinates are only used in Switzerland and Liechtenstein, limit values for N and E apply.

The northernmost point is about 47.8 degrees and therefore the maximum value for N is 1,300,000.
The southernmost point is about 45.8 degrees and therefore the minimum value for N is 1,074,000.
The easternmost point is about 10.5 degrees and therefore the maximum for E is 2,834,000.
The westernmost point is about 5.9 degrees and therefore the minimum value for E is 2,484,000.

If these limits are not met, the frame turns red or the fields remain empty.

CH1903+ / LV95 (Bessel 1841)

y: (E) x: (N)

Example: Zone 32U | East value 691831 | North value 5337164

The zone determines the rough position of the point and should prevent mix-ups.
Valid zone values are from 01A-60X, but without O and I.

Eastern values must be between 100.000 and 900.000.
North values must be between 1 and 9,999,999.

If these limit values are not adhered to during input, the frame turns red or the fields remain empty.

The letter of the zone is corrected automatically with wrong input.

UTM coordinates (WGS84)

Z: E: N:

Example: Zone 32U | Plan sSanta Monica Pieruare PU | East value 91831 | North value 37164

The zone determines the rough position of the point and should prevent mix-ups.
Valid zone values are from 01A-60X, but without O and I.

The grid sSanta Monica Pieruare determines the location in the zone and consists of the eastern value (A-Z without O and I) and the northern value (A-V without O and I).

East values must be between 1 and 99,999. Missing digits are filled in at the back.
North values must be between 1 and 99,999. Missing digits are padded at the back.
Values below 10,000 must be filled with zeros at the front so that the two numbers are 5 digits long each.

If these limit values are not adhered to during input, the frame turns red or the fields remain empty.

The letter of the zone is automatically corrected if the input is incorrect.

MGRS / UTMREF (WGS84)

Z: E: N:

Example: R (right value) = 4468298 | H (high value) = 5333791

Since the underlying ellipsoid for these coordinates is only used in Germany, limit values for R and H apply.
The northernmost point is about 56 degrees and therefore the maximum value for H is 6200000.
The southernmost point is about 46 degrees and therefore the minimum value for H is 5000000.
The most westerly point is about 5 degrees and therefore the maximum value for R is 5700000.
The easternmost point is about 16 degrees and therefore the minimum value for R is 2400000.

If these limits are not met, the frame turns red or the fields remain empty.

Gauss Kruger (Bessel, Potsdam)

Zone: R: (E) H: (N)

Example:
X (longitude, longitude) = HQXT8G | Y (latitude, latitude) = R3WR5H

Input:
The following characters are permitted for X and Y: 0123456789 BCDFGHJKLMNPQRSTVWXZ.
The length can be between 1 and 6 characters.

NAC (Natural Area Coding, WGS84)

X: (E) Y: (N)

Example:
sifts.bottled.develop

Input:
The input must always consist of 3 words. Each word is separated by a period.

W3W (What 3 Words)

Beispiel:
Short Code: 8QQ7+V8, Dublin
Full Code: 8FVHG4M6+2X

Eingabe:
Short Code besteht aus 4 Zeichen, gefolgt von einem + gefolgt von 2 Zeichen, gefolgt von einer Ortsbezeichung
Full Code besteht aus 8 Zeichen, gefolgt von einem + gefolgt von 2-3 Zeichen.
Erlaubte Zeichen sind außer beim Ortsnamen: 23456789CFGHJMPQRVWX

Plus Code (google Open Location Code)

Other format

X: Y:

Height For members only

m (Click here to calculate the height using the coordinates) The height data are based on the SRTM values. These values refer to a base area of 90m², so in steep terrain there can be larger deviations of up to 30 metres.

Address

- Click to display the address to the coordinates Click to display the address to the coordinates

Here you can convert the most common coordinates into the other formats.
This works in all directions and with all valid values.
The valid values for the respective system can be found by moving the mouse over the input examples.
After entering the values to be converted, either click on the calculator or confirm with the Enter key.

Coordinates Santa Monica Pier with converter to all coordinate systems (2024)

FAQs

Coordinates Santa Monica Pier with converter to all coordinate systems? ›

In geodesy, geographic coordinate conversion is defined as translation among different coordinate formats or map projections all referenced to the same geodetic datum. A geographic coordinate transformation is a translation among different geodetic datums.

How to convert coordinates to wgs84? ›

1 Answer
  1. convert the known lat/lon coordinate to a cartesian coord (easting,northing).
  2. determine the x and y differences between (1) and the local coordinate of that point.
  3. apply this coord difference to to each of the 3 corners local coordinate.
  4. convert (3) back to geographical lat/lon.
Feb 6, 2013

What is GPS transformation of coordinates? ›

In geodesy, geographic coordinate conversion is defined as translation among different coordinate formats or map projections all referenced to the same geodetic datum. A geographic coordinate transformation is a translation among different geodetic datums.

How to convert coordinates to longitude and latitude? ›

Longitude Map Coordinates:
  1. Step 1: Degrees × 60 = 71 × 60 = 4260.
  2. Step 2: 4260 + 5.745 = 4265.745.
  3. Step 3: The Longitude is "W" so the answer is -4265.745.
  4. Step 4: Suppose the Longitude Reference Location converted to Minutes is -4267.523. Then the answer is.

Is Google Maps WGS84? ›

(Google uses the World Geodetic System WGS84 standard.) World coordinates, which reference a point on the map uniquely.

What is the difference between WGS84 and WGS84 UTM? ›

The difference is that WGS 84 is a geographic coordinate system, and UTM is a projected coordinate system. Geographic coordinate systems are based on a spheroid and utilize angular units (degrees).

How do you calculate coordinates? ›

Go to the coordinate graph with the lines X'OX (in x-axis), Y'OY (in y-axis). Identify which quadrant of the graph contains an ordered pair or a point. Measure the distance between the point and the x-axis. Similarly, to obtain the coordinate value, measure the point's distance from the y-axis.

What are the different GPS coordinate formats? ›

Here are examples of formats that work:
  • Decimal degrees (DD): 41.40338, 2.17403.
  • Degrees, minutes, and seconds (DMS): 41°24'12.2"N 2°10'26.5"E.
  • Degrees and decimal minutes (DMM): 41 24.2028, 2 10.4418.

How do I get my coordinates? ›

Get the coordinates of a place
  1. On your Android phone or tablet, open the Google Maps app .
  2. Touch and hold an area of the map that isn't labeled to drop a red pin.
  3. In the search box, you can find the coordinates.

What is the formula for coordinate conversion? ›

To convert a point from spherical coordinates to Cartesian coordinates, use equations x=ρsinφcosθ,y=ρsinφsinθ, and z=ρcosφ. To convert a point from Cartesian coordinates to spherical coordinates, use equations ρ2=x2+y2+z2,tanθ=yx, and φ=arccos(z√x2+y2+z2).

How to convert northings and eastings to latitude and longitude? ›

Subtract the easting and northing by their respective offset values. (The values will be in meters.) Find the longitude of the given point by finding the destination point given the base point, the absolute value of the easting, and the bearing of 90 degrees if the easting is positive, or 270 degrees if it's negative.

How to convert decimal coordinates into degrees? ›

Use the whole number part of the decimal, as the degree component. Multiply the remaining decimal by 60. The whole number part use as the minutes component. Now multiply the new remaining decimal by 60.

What is the coordinates code for WGS84? ›

The WGS84 Coordinate Systems adds Greenwich as the starting point (prime meridian) for the longitude (0°) and sets the units in degrees (°). This coordinate system also has a unique reference code, the so-called EPSG code, which is 4326.

How do I change my local coordinates to global? ›

To create a transform matrix that converts from world coordinates into the local coordinate system of your chosen rigid body, you will first want to compose the local-to-world transform matrix of the rigid body, then invert it to create a world-to-local transform matrix.

How do you convert coordinates from arc 1960 to WGS84? ›

To convert back and forth from various coordinate systems (UTM to/from geographic coordinates i.e. latitude-longitude, Arc 1960 to/from WGS 84), you can use a GIS program like ArcGIS or Quantum GIS, a specialized conversion program such as Franson CoordTrans, or various online conversion tools.

Is WGS84 the same as latitude and longitude? ›

The three most common systems are WGS84, EPSG:4326, and EPSG:3857. Knowingly, or unknowingly, all web developers will come across these. WGS84 and EPSG:4326 are geographic CRS. It means that they use latitude and longitude coordinates to specify a location on the surface of the earth.

References

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