A simple PHP class for translating polyline into an encoded strings for Google Maps.
Use composer.
$ curl -sS https://getcomposer.org/installer | php
$ cat > composer.json <<EOF
{
"require": {
"emcconville/google-map-polyline-encoding-tool" : ">=1.2.1"
}
}
EOF
$ php composer.phar install
Old fashion way.
$ git clone git://github.com/emcconville/google-map-polyline-encoding-tool.git
$ cp src/Polyline.php /path/to/your/application/includes/Polyline.php
// Points to encode
$points = array(
array(41.89084,-87.62386),
array(41.89086,-87.62279),
array(41.89028,-87.62277),
array(41.89028,-87.62385),
array(41.89084,-87.62386)
);
$encoded = Polyline::encode($points);
//=> wxt~Fd`yuOCuErBC?vEoB@
// String to decode
$encoded = "kiw~FpoavObBA?fAzEC";
$points = Polyline::decode($encoded);
//=> array(
// 41.90374,-87.66729,41.90324,-87.66728,
// 41.90324,-87.66764,41.90214,-87.66762
// );
// Or list of tuples
$points = Polyline::pair($points);
//=> array(
// array(41.90374,-87.66729),
// array(41.90324,-87.66728),
// array(41.90324,-87.66764),
// array(41.90214,-87.66762)
// );
See examples directory for creative ideas, and please contribute new use-cases / hacks.
Precision defaults to 1e-5 (0.00001) which is expected by Google Map API. Other
API's like OSRM expect a precision of 1e-6.
You can adjust the precision you want by sub-classing Polyline, and overwrite
the $precision
static property.
class PolylineOSRM extends Polyline
{
protected static $precision = 6;
}
$points = PolylineOSRM::decode($line);
$line = PolylineOSRM::encode($points);
Caution
This library exists as a PHP reference point for Google's Encoded Polyline Algorithm Format. There is also a C implementation, and a namespace/trait library under active development.
Requires | google-map-polyline-encoding-tool | polyline-encoder | php_polyline |
---|---|---|---|
PHP | 5.3 | 5.4 | C-API |
Supports | google-map-polyline-encoding-tool | polyline-encoder | php_polyline |
---|---|---|---|
✔ | ✔ | ✔ | |
Bing | ✔ | ||
Precision | ✔ | ✔ | ✔ |
Tuple | ✔ | ✔ | |
Traits | ✔ | ||
Abstraction | ✔ |