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Php MySQL大圆距离(哈弗公式)_Php_Mysql_Great Circle - Fatal编程技术网

Php MySQL大圆距离(哈弗公式)

Php MySQL大圆距离(哈弗公式),php,mysql,great-circle,Php,Mysql,Great Circle,我有一个可以工作的PHP脚本,它获取经度和纬度值,然后将它们输入到MySQL查询中。我想单独做一个。以下是我当前的PHP代码: if ($distance != "Any" && $customer_zip != "") { //get the great circle distance //get the origin zip code info $zip_sql = "SELECT * FROM zip_code WHERE zip_code = '$cus

我有一个可以工作的PHP脚本,它获取经度和纬度值,然后将它们输入到MySQL查询中。我想单独做一个。以下是我当前的PHP代码:

if ($distance != "Any" && $customer_zip != "") { //get the great circle distance

    //get the origin zip code info
    $zip_sql = "SELECT * FROM zip_code WHERE zip_code = '$customer_zip'";
    $result = mysql_query($zip_sql);
    $row = mysql_fetch_array($result);
    $origin_lat = $row['lat'];
    $origin_lon = $row['lon'];

    //get the range
    $lat_range = $distance/69.172;
    $lon_range = abs($distance/(cos($details[0]) * 69.172));
    $min_lat = number_format($origin_lat - $lat_range, "4", ".", "");
    $max_lat = number_format($origin_lat + $lat_range, "4", ".", "");
    $min_lon = number_format($origin_lon - $lon_range, "4", ".", "");
    $max_lon = number_format($origin_lon + $lon_range, "4", ".", "");
    $sql .= "lat BETWEEN '$min_lat' AND '$max_lat' AND lon BETWEEN '$min_lon' AND '$max_lon' AND ";
    }
有没有人知道如何让这一切变得完整?我浏览了一下互联网,但大部分关于它的文献都很混乱

来自:

下面的SQL语句将查找距离37,-122坐标25英里半径内最近的20个位置。它基于该行的纬度/经度和目标纬度/经度计算距离,然后仅要求距离值小于25的行,按距离对整个查询排序,并将其限制为20个结果。要按公里而不是英里搜索,请将3959替换为6371

选择id,(3959*acos(弧度(37))*cos(弧度(纬度))
*cos(弧度(lng)-弧度(-122))+sin(弧度(37))*sin(弧度(纬度)))作为距离
从标记
距离小于25的
按距离排序
限值0,20;

$greatCircleDistance=acos(cos($latitude0)*cos($latitude1)*cos($longitude0-$longitude1)+sin($latitude0)*sin sin($latitude1))

以弧度表示纬度和经度

所以

这是您的SQL查询

要获得以公里或英里为单位的结果,请将结果乘以地球的平均半径(
3959
miles,
6371
Km或
3440
海里)

您在示例中计算的是一个边界框。 如果将坐标数据放在中,则可以使用来查询数据

SELECT 
  id
FROM spatialEnabledTable
WHERE 
  MBRWithin(ogc_point, GeomFromText('Polygon((0 0,0 3,3 3,3 0,0 0))'))

我写了一个程序,可以计算相同的, 但是您必须在相应的表中输入纬度和经度

drop procedure if exists select_lattitude_longitude;

delimiter //

create procedure select_lattitude_longitude(In CityName1 varchar(20) , In CityName2 varchar(20))

begin

    declare origin_lat float(10,2);
    declare origin_long float(10,2);

    declare dest_lat float(10,2);
    declare dest_long float(10,2);

    if CityName1  Not In (select Name from City_lat_lon) OR CityName2  Not In (select Name from City_lat_lon) then 

        select 'The Name Not Exist or Not Valid Please Check the Names given by you' as Message;

    else

        select lattitude into  origin_lat from City_lat_lon where Name=CityName1;

        select longitude into  origin_long  from City_lat_lon where Name=CityName1;

        select lattitude into  dest_lat from City_lat_lon where Name=CityName2;

        select longitude into  dest_long  from City_lat_lon where Name=CityName2;

        select origin_lat as CityName1_lattitude,
               origin_long as CityName1_longitude,
               dest_lat as CityName2_lattitude,
               dest_long as CityName2_longitude;

        SELECT 3956 * 2 * ASIN(SQRT( POWER(SIN((origin_lat - dest_lat) * pi()/180 / 2), 2) + COS(origin_lat * pi()/180) * COS(dest_lat * pi()/180) * POWER(SIN((origin_long-dest_long) * pi()/180 / 2), 2) )) * 1.609344 as Distance_In_Kms ;

    end if;

end ;

//

delimiter ;

如果将帮助器字段添加到坐标表中,则可以缩短查询的响应时间

像这样:

CREATE TABLE `Coordinates` (
`id` INT(10) UNSIGNED NOT NULL COMMENT 'id for the object',
`type` TINYINT(4) UNSIGNED NOT NULL DEFAULT '0' COMMENT 'type',
`sin_lat` FLOAT NOT NULL COMMENT 'sin(lat) in radians',
`cos_cos` FLOAT NOT NULL COMMENT 'cos(lat)*cos(lon) in radians',
`cos_sin` FLOAT NOT NULL COMMENT 'cos(lat)*sin(lon) in radians',
`lat` FLOAT NOT NULL COMMENT 'latitude in degrees',
`lon` FLOAT NOT NULL COMMENT 'longitude in degrees',
INDEX `lat_lon_idx` (`lat`, `lon`)
)    
如果您使用的是TokuDB,那么如果添加集群,您将获得更好的性能 例如,在任一谓词上建立索引,如下所示:

alter table Coordinates add clustering index c_lat(lat);
alter table Coordinates add clustering index c_lon(lon);
CREATE FUNCTION `geodistance`(`sin_lat1` FLOAT,
                              `cos_cos1` FLOAT, `cos_sin1` FLOAT,
                              `sin_lat2` FLOAT,
                              `cos_cos2` FLOAT, `cos_sin2` FLOAT)
    RETURNS float
    LANGUAGE SQL
    DETERMINISTIC
    CONTAINS SQL
    SQL SECURITY INVOKER
   BEGIN
   RETURN acos(sin_lat1*sin_lat2 + cos_cos1*cos_cos2 + cos_sin1*cos_sin2);
   END
每个点都需要基本的纬度和经度,以及以弧度表示的sin(lat)、以弧度表示的cos(lat)*cos(lon)和以弧度表示的cos(lat)*sin(lon)。 然后创建一个mysql函数,如下所示:

alter table Coordinates add clustering index c_lat(lat);
alter table Coordinates add clustering index c_lon(lon);
CREATE FUNCTION `geodistance`(`sin_lat1` FLOAT,
                              `cos_cos1` FLOAT, `cos_sin1` FLOAT,
                              `sin_lat2` FLOAT,
                              `cos_cos2` FLOAT, `cos_sin2` FLOAT)
    RETURNS float
    LANGUAGE SQL
    DETERMINISTIC
    CONTAINS SQL
    SQL SECURITY INVOKER
   BEGIN
   RETURN acos(sin_lat1*sin_lat2 + cos_cos1*cos_cos2 + cos_sin1*cos_sin2);
   END
这给了你距离

不要忘记在lat/lon上添加索引,这样边界框可以帮助搜索,而不是减慢搜索速度(索引已经添加到上面的CREATE TABLE查询中)

给定一个只有lat/lon坐标的旧表,您可以设置一个脚本来更新它,如下所示:(php使用meekrodb)

然后优化实际查询,使其仅在真正需要时进行距离计算,例如,从内部和外部包围圆(椭圆)。 为此,您需要为查询本身预先计算几个指标:

// assuming the search center coordinates are $lat and $lon in degrees
// and radius in km is given in $distance
$lat_rad = deg2rad($lat);
$lon_rad = deg2rad($lon);
$R = 6371; // earth's radius, km
$distance_rad = $distance/$R;
$distance_rad_plus = $distance_rad * 1.06; // ovality error for outer bounding box
$dist_deg_lat = rad2deg($distance_rad_plus); //outer bounding box
$dist_deg_lon = rad2deg($distance_rad_plus/cos(deg2rad($lat)));
$dist_deg_lat_small = rad2deg($distance_rad/sqrt(2)); //inner bounding box
$dist_deg_lon_small = rad2deg($distance_rad/cos(deg2rad($lat))/sqrt(2));
考虑到这些准备工作,查询如下(php):

$neights=DB::query(“选择id、type、lat、lon、,
大地距离(sin_lat,cos_cos,cos_sin,%d,%d)作为距离
从哪个坐标系
lat介于%d和%d之间,lon介于%d和%d之间

有(lat介于%d和%d之间,lon介于%d和%d之间)或距离我认为我的javascript实现可以很好地参考:

/*
 * Check to see if the second coord is within the precision ( meters )
 * of the first coord and return accordingly
 */
function checkWithinBound(coord_one, coord_two, precision) {
    var distance = 3959000 * Math.acos( 
        Math.cos( degree_to_radian( coord_two.lat ) ) * 
        Math.cos( degree_to_radian( coord_one.lat ) ) * 
        Math.cos( 
            degree_to_radian( coord_one.lng ) - degree_to_radian( coord_two.lng ) 
        ) +
        Math.sin( degree_to_radian( coord_two.lat ) ) * 
        Math.sin( degree_to_radian( coord_one.lat ) ) 
    );
    return distance <= precision;
}

/**
 * Get radian from given degree
 */
function degree_to_radian(degree) {
    return degree * (Math.PI / 180);
}
/*
*检查第二坐标是否在精度范围内(米)
*并相应地返回
*/
函数checkWithinBound(坐标1、坐标2、精度){
var距离=3959000*Math.acos(
数学cos(度到弧度(坐标2.lat))*
数学cos(度到弧度(坐标1.lat))*
数学(
度到弧度(坐标1.lng)-度到弧度(坐标2.lng)
) +
数学sin(度到弧度(坐标2.lat))*
数学sin(度到弧度(坐标1.lat))
);

返回距离我不能对上述答案发表评论,但请注意@Pavel Chuchuva的答案。如果两个坐标相同,则该公式不会返回结果。在这种情况下,距离为空,因此该行不会按原样返回该公式

我不是MySQL专家,但这似乎对我有用:

SELECT id, ( 3959 * acos( cos( radians(37) ) * cos( radians( lat ) ) * cos( radians( lng ) - radians(-122) ) + sin( radians(37) ) * sin( radians( lat ) ) ) ) AS distance 
FROM markers HAVING distance < 25 OR distance IS NULL ORDER BY distance LIMIT 0 , 20;
选择id,(3959*acos(cos(弧度(37))*cos(弧度(纬度))*cos(弧度(lng)-弧度(-122))+sin(弧度(37))*sin(弧度(纬度)))作为距离
距离小于25或距离为空的标记的距离限制为0,20;

我必须详细地解决这个问题,所以我将分享我的结果。这使用了一个带有
纬度
经度
表的
zip
表。它不依赖于谷歌地图;相反,你可以将它适应任何包含lat/long的表

SELECT zip, primary_city, 
       latitude, longitude, distance_in_mi
  FROM (
SELECT zip, primary_city, latitude, longitude,r,
       (3963.17 * ACOS(COS(RADIANS(latpoint)) 
                 * COS(RADIANS(latitude)) 
                 * COS(RADIANS(longpoint) - RADIANS(longitude)) 
                 + SIN(RADIANS(latpoint)) 
                 * SIN(RADIANS(latitude)))) AS distance_in_mi
 FROM zip
 JOIN (
        SELECT  42.81  AS latpoint,  -70.81 AS longpoint, 50.0 AS r
   ) AS p 
 WHERE latitude  
  BETWEEN latpoint  - (r / 69) 
      AND latpoint  + (r / 69)
   AND longitude 
  BETWEEN longpoint - (r / (69 * COS(RADIANS(latpoint))))
      AND longpoint + (r / (69 * COS(RADIANS(latpoint))))
  ) d
 WHERE distance_in_mi <= r
 ORDER BY distance_in_mi
 LIMIT 30
这将在
zip
表中搜索距离lat/long point 42.81/-70.81 50.0英里范围内最近的30个条目。当您将其构建到应用程序中时,您将在其中输入自己的点和搜索半径

如果要以公里而不是英里为单位工作,请在查询中将
69
更改为
111.045
,并将
3963.17
更改为
6378.10

这是一篇详细的文章。我希望它能帮助一些人。

SELECT*,(
6371*acos(弧度(搜索纬度))*cos(弧度(纬度))*
cos(弧度(lng)-弧度(搜索lng))+sin(弧度(搜索纬度))*sin(弧度(纬度)))
)作为距离
从桌子上
其中lat!=搜索lat和lng!=搜索lng和距离<25
按距离排序
只卖10英镑

对于25公里的距离

以Mysql计算距离

 SELECT (6371 * acos(cos(radians(lat2)) * cos(radians(lat1) ) * cos(radians(long1) -radians(long2)) + sin(radians(lat2)) * sin(radians(lat1)))) AS distance

因此,将计算距离值,任何人都可以根据需要进行应用。

sql语句非常好。但是,我可以在何处将我的坐标传递到该语句中?我看不到有任何坐标通过替换37和-122与您的坐标。如果有数百万个位置,我想知道这对性能的影响(+数千名访问者)…您可以缩小查询范围以获得更好的性能
SELECT id, ( 3959 * acos( cos( radians(37) ) * cos( radians( lat ) ) * cos( radians( lng ) - radians(-122) ) + sin( radians(37) ) * sin( radians( lat ) ) ) ) AS distance 
FROM markers HAVING distance < 25 OR distance IS NULL ORDER BY distance LIMIT 0 , 20;
SELECT zip, primary_city, 
       latitude, longitude, distance_in_mi
  FROM (
SELECT zip, primary_city, latitude, longitude,r,
       (3963.17 * ACOS(COS(RADIANS(latpoint)) 
                 * COS(RADIANS(latitude)) 
                 * COS(RADIANS(longpoint) - RADIANS(longitude)) 
                 + SIN(RADIANS(latpoint)) 
                 * SIN(RADIANS(latitude)))) AS distance_in_mi
 FROM zip
 JOIN (
        SELECT  42.81  AS latpoint,  -70.81 AS longpoint, 50.0 AS r
   ) AS p 
 WHERE latitude  
  BETWEEN latpoint  - (r / 69) 
      AND latpoint  + (r / 69)
   AND longitude 
  BETWEEN longpoint - (r / (69 * COS(RADIANS(latpoint))))
      AND longpoint + (r / (69 * COS(RADIANS(latpoint))))
  ) d
 WHERE distance_in_mi <= r
 ORDER BY distance_in_mi
 LIMIT 30
    SELECT  42.81  AS latpoint,  -70.81 AS longpoint, 50.0 AS r
 SELECT *, (  
    6371 * acos(cos(radians(search_lat)) * cos(radians(lat) ) *   
cos(radians(lng) - radians(search_lng)) + sin(radians(search_lat)) *         sin(radians(lat)))  
) AS distance  
FROM table  
WHERE lat != search_lat AND lng != search_lng AND distance < 25  
 ORDER BY distance  
FETCH 10 ONLY 
 SELECT (6371 * acos(cos(radians(lat2)) * cos(radians(lat1) ) * cos(radians(long1) -radians(long2)) + sin(radians(lat2)) * sin(radians(lat1)))) AS distance