Clases
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new Circle( geometry [, options ] )
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new Feature( coordinates [, options ] )
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new Marker( coordinates [, options ] )
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new MultiMarker( coordinates [, options ] )
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new MultiPoint( coordinates [, options ] )
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new MultiPolygon( coordinates [, options ] )
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new MultiPolyline( coordinates [, options ] )
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new Point( coordinates [, options ] )
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new Polygon( coordinates [, options ] )
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new Polyline( coordinates [, options ] )
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Mixins
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FillStyleOptions
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LabelStyleOptions
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MarkerStyleOptions
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PointStyleOptions
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PolygonStyleOptions
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PolylineStyleOptions
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StrokeStyleOptions
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Definiciones de tipos
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CircleGeometry
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Descripción
Objeto de descripción de la geometría de un círculo.
Propiedades
Nombre Tipo Descripción centerArray.<number> Coordenadas del centro del círculo en el CRS del mapa.
radiusnumber Radio del círculo en la unidad de longitud del CRS actual del mapa (metros por defecto).
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FeatureOptions
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Descripción
Opciones de entidad. Hay que tener en cuenta que el archivo
config.jsonde una maquetación puede sobreescribir los valores por defecto de esta propiedad (para ver instrucciones de uso de maquetaciones, consultar Configurar por maquetación).Propiedades
Nombre Tipo Atributos Descripción dataobject | string <optional> Diccionario de pares clave-valor que representa los atributos alfanuméricos de la entidad geográfica o bien cadena de caracteres con el código HTML asociado a la misma. Al pulsar sobre la entidad geográfica, bien una tabla con los atributos o bien el HTML especificado se mostrarán en un bocadillo.
groupstring <optional> Nombre de grupo en el que incluir la entidad geográfica. Los grupos se muestran en la tabla de contenidos y en la leyenda.
layerstring <optional> Identificador de una capa de tipo
SITNA.Consts.layerType.VECTORen la que se añadirá la entidad geográfica. Cuando un objeto de este tipo se pasa como parámetro aSITNA.Map#addMarkery no se especifica esta propiedad, se creará una capa específica para las entidades geográficas que se añadan.showPopupboolean <optional> Si se establece a
true, la entidad geográfica se añade al mapa con el bocadillo de información asociada visible por defecto. -
MarkerOptions
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Descripción
Opciones de marcador (punto con un icono). Para determinar qué icono se va a asignar al marcador, se leen las propiedades
url,cssClassgroup, en ese orden de preferencia. Hay que tener en cuenta que el archivoconfig.jsonde una maquetación puede sobreescribir los valores por defecto de esta propiedad (para ver instrucciones de uso de maquetaciones, consultar Configurar por maquetación).Propiedades
Nombre Tipo Atributos Valor por defecto Descripción anchorArray.<number> <optional> [0.5, 1] Posicionamiento relativo del icono respecto al punto del mapa, representado por un array de dos números entre 0 y 1, siendo [0, 0] la esquina superior izquierda del icono y [1, 1] la esquina inferior derecha del icono.
anglestring <optional> Obsoleta: En lugar de esta propiedad utilice la propiedad equivalente
labelRotationKey.Nombre del campo del cual extraer la rotación a aplicar a la etiqueta. El valor tiene que estar en grados.
classesArray.<string> <optional> ["tc-marker1", "tc-marker2", "tc-marker3", "tc-marker4", "tc-marker5"] Lista de nombres de clase CSS a utilizar para asignar iconos a los marcadores según grupo (Ver propiedad
group). Cuando se añade un nuevo grupo de marcadores, se le asignará la clase correspondiente al siguiente elemento del array. Si hay más grupos que elementos enclasses, se repite el ciclo a lo largo del array. La API extraerá la URL de la imagen del atributobackground-imagede la clase CSS asignada. Ver ejemplo de uso.cssClassstring <optional> Nombre de una clase CSS. El marcador adoptará como icono el valor del atributo
background-imagede dicha clase.dataobject | string <optional> Diccionario de pares clave-valor que representa los atributos alfanuméricos del marcador o bien cadena de caracteres con el código HTML asociado al mismo. Al pulsar sobre el marcador, bien una tabla con los atributos o bien el HTML especificado se mostrarán en un bocadillo.
fontColorstring <optional> "#000000" Color del texto de la etiqueta descriptiva del marcador, representado en formato hex triplet (
#RRGGBB).fontSizenumber <optional> 10 Tamaño en puntos tipográficos (
pt) de la fuente del texto de la etiqueta descriptiva del marcador.groupstring <optional> Nombre de grupo en el que incluir el marcador. Todos los marcadores con el mismo valor en esta propiedad se consideran en un mismo grupo, y con ello comparten el mismo icono. El icono se selecciona por orden de la lista de clases CSS definida en
classes. Los grupos se muestran en la tabla de contenidos y en la leyenda.heightnumber <optional> 32 Altura en píxeles del icono.
labelstring <optional> Obsoleta: En lugar de esta propiedad utilice la propiedad equivalente
labelKey.Nombre de atributo del cual extraer el valor de la etiqueta si esta existe.
labelKeystring <optional> Nombre de atributo del cual extraer el valor de la etiqueta si esta existe.
labelOutlineColorstring <optional> "#ffffff" Color del contorno del texto de la etiqueta descriptiva del marcador, representado en formato hex triplet (
#RRGGBB).labelOutlineWidthnumber <optional> 2 Anchura en píxeles del trazo del contorno del texto de la etiqueta.
labelRotationKeystring <optional> Nombre del campo del cual extraer la rotación a aplicar a la etiqueta. El valor tiene que estar en grados.
layerstring <optional> Esta propiedad se utiliza en
SITNA.Map#addMarker. Es el identificador de una capa de tipoSITNA.Consts.layerType.VECTORen la que se añadirá el marcador. Si no se especifica se creará una capa específica para los marcadores que se añadan por este método.showPopupboolean <optional> Si se establece a
true, el marcador se añade al mapa con el bocadillo de información asociada visible por defecto.urlstring <optional> URL de archivo de imagen que se utilizará para el icono.
widthnumber <optional> 32 Anchura en píxeles del icono.
Ejemplos
Ejemplo del uso de contenido HTML en la propiedad
dataVer en vivo<div id="mapa"></div> <script> // Crear mapa. var map = new SITNA.Map("mapa"); // Cuando esté todo cargado proceder a trabajar con el mapa. map.loaded(function () { // Añadir un marcador. map.addMarker([610848, 4741533], { data: '<h3>Ayuntamiento de Pamplona</h3><img width="500" src="data:image/jpeg;base64,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"/>' }); // Centrar el mapa en el marcador. map.zoomToMarkers(); }); </script>Ejemplo del uso de las propiedades
classesygroupVer en vivo<style> .firstIcon { background-image: url('data/star.png'); } .secondIcon { background-image: url('data/circle.png'); } .thirdIcon { background-image: url('data/triangle.png'); } </style> <div id="mapa"></div> <script> // Crear mapa. var map = new SITNA.Map("mapa"); // Cuando esté todo cargado proceder a trabajar con el mapa. map.loaded(function () { // Lista de clases CSS que tienen una propiedad 'backgroung-image' establecida const iconClassList = ["firstIcon", "secondIcon", "thirdIcon"]; // Añadir un marcador. map.addMarker([609299, 4740700], { classes: classList, group: "Cines" // Primer grupo que se ha definido: este marcador tendrá el icono star.png }); map.addMarker([610681, 4741659], { classes: iconClassList, group: "Museos" // Segundo grupo que se ha definido: este marcador tendrá el icono circle.png }); map.addMarker([610865, 4741600], { classes: iconClassList, group: "Instalaciones deportivas" // Tercer grupo que se ha definido: este marcador tendrá el icono triangle.png }); map.addMarker([611246, 4741403], { classes: iconClassList, group: "Instalaciones deportivas" // Grupo definido antes, compartirá icono con el otro marcador del mismo grupo }); map.addMarker([610280, 4741340], { classes: iconClassList, group: "Parques" // Cuarto grupo que se ha definido: vuelve a empezar el ciclo, este marcador tendrá el icono star.png }); // Centrar el mapa en los marcadores. map.zoomToMarkers(); }); </script>Detalles
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MeasurementOptions
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Descripción
Opciones para la obtención de una medida. Cuando queremos obtener la longitud o el área de la geometría de una entidad geográfica hay que tener en cuenta que el resultado depende de en qué unidades están definidas sus coordenadas y sobre qué CRS se proyecta la entidad.
Propiedades
Nombre Tipo Atributos Valor por defecto Descripción crsstring <optional> "EPSG:25830" Cadena con el código identificador del CRS sobre la que se proyecta la geometría de la entidad geográfica. Dado que al proyectar una entidad geográfica sobre un plano se puede alterar su forma o tamaño, la medida es dependiente del CRS utilizado.
geometryCrsstring <optional> Cadena con el código identificador del CRS en que están las coordenadas de la geometría de la entidad geográfica. Si no se especifica se tomará el CRS del mapa en que se encuentra la entidad.
Detalles
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PointOptions
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Descripción
Opciones de punto. Hay que tener en cuenta que el archivo
config.jsonde una maquetación puede sobreescribir los valores por defecto de esta propiedad (para ver instrucciones de uso de maquetaciones, consultar Configurar por maquetación).Propiedades
Nombre Tipo Atributos Valor por defecto Descripción dataobject | string <optional> Diccionario de pares clave-valor que representa los atributos alfanuméricos de la entidad geográfica o bien cadena de caracteres con el código HTML asociado al mismo. Al pulsar sobre el punto, bien una tabla con los atributos o bien el HTML especificado se mostrarán en un bocadillo.
fillColorstring <optional> "#000000" ("#333366" en clusters) Color de relleno, representado en formato hex triplet (
#RRGGBB).fillOpacitynumber <optional> 0.3 (0.6 en clusters) Opacidad de relleno, valor de 0 a 1.
fontColorstring <optional> "#000000" ("#ffffff" en clusters) Color del texto de la etiqueta descriptiva del punto, representado en formato hex triplet (
#RRGGBB).fontSizenumber <optional> 10 (9 en clusters) Tamaño en puntos tipográficos (
pt) de la fuente del texto de la etiqueta descriptiva del punto.groupstring <optional> Nombre de grupo en el que incluir el punto. Todos los puntos con el mismo valor en esta propiedad se consideran en un mismo grupo. Los grupos se muestran en la tabla de contenidos y en la leyenda.
labelKeystring <optional> Nombre de atributo del cual extraer el valor de la etiqueta si esta existe.
labelOutlineColorstring <optional> "#ffffff" (undefined en clusters) Color del contorno del texto de la etiqueta descriptiva del punto, representado en formato hex triplet (
#RRGGBB).labelOutlineWidthnumber <optional> 2 (undefined en clusters) Anchura en píxeles del trazo del contorno del texto de la etiqueta.
labelRotationKeystring <optional> Nombre del campo del cual extraer la rotación a aplicar a la etiqueta. El valor tiene que estar en grados.
layerstring <optional> Identificador de una capa de tipo
SITNA.Consts.layerType.VECTORen la que se añadirá el punto.radiusnumber <optional> 6 (undefined en clusters) Radio en píxeles del símbolo que representa el punto.
showPopupboolean <optional> Si se establece a
true, el punto se añade al mapa con el bocadillo de información asociada visible por defecto.strokeColorstring <optional> "#ff0000" (undefined en clusters) Color de trazo de la línea que delimita el símbolo del punto, representado en formato hex triplet (
#RRGGBB).strokeOpacitynumber <optional> 1 (undefined en clusters) Opacidad de trazo de la línea que delimita el símbolo del punto, valor de 0 a 1.
strokeWidthnumber <optional> 2 (undefined en clusters) Anchura de trazo en píxeles de la línea que delimita el símbolo del punto.
Detalles
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PolygonOptions
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Descripción
Opciones de entidad poligonal. Hay que tener en cuenta que el archivo
config.jsonde una maquetación puede sobreescribir los valores por defecto de esta propiedad (para ver instrucciones de uso de maquetaciones, consultar Configurar por maquetación).Propiedades
Nombre Tipo Atributos Valor por defecto Descripción dataobject | string <optional> Diccionario de pares clave-valor que representa los atributos alfanuméricos de la entidad geográfica o bien cadena de caracteres con el código HTML asociado al mismo. Al pulsar sobre el polígono, bien una tabla con los atributos o bien el HTML especificado se mostrarán en un bocadillo.
fillColorstring <optional> "#000000" Color de relleno, representado en formato hex triplet (
#RRGGBB).fillOpacitynumber <optional> 0.3 Opacidad de relleno, valor de 0 a 1.
fontColorstring <optional> "#000000" Color del texto de la etiqueta descriptiva de la entidad geográfica, representado en formato hex triplet (
#RRGGBB).fontSizenumber <optional> 10 Tamaño en puntos tipográficos (
pt) de la fuente del texto de la etiqueta descriptiva de la entidad geográfica.groupstring <optional> Nombre de grupo en el que incluir la entidad geográfica. Todos las entidades geográficas con el mismo valor en esta propiedad se consideran en un mismo grupo. Los grupos se muestran en la tabla de contenidos y en la leyenda.
labelKeystring <optional> Nombre de atributo del cual extraer el valor de la etiqueta si esta existe.
labelOutlineColorstring <optional> "#ffffff" Color del contorno del texto de la etiqueta descriptiva de la entidad geográfica, representado en formato hex triplet (
#RRGGBB).labelOutlineWidthnumber <optional> 2 Anchura en píxeles del trazo del contorno del texto de la etiqueta.
labelRotationKeystring <optional> Nombre del campo del cual extraer la rotación a aplicar a la etiqueta. El valor tiene que estar en grados.
showPopupboolean <optional> Si se establece a
true, la entidad geográfica se añade al mapa con el bocadillo de información asociada visible por defecto.strokeColorstring <optional> "#ff0000" Color de trazo de la línea del contorno, representado en formato hex triplet (
#RRGGBB).strokeOpacitynumber <optional> 1 Opacidad de trazo de la línea del contorno, valor de 0 a 1.
strokeWidthnumber <optional> 2 Anchura de trazo en píxeles de la línea del contorno.
Detalles
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PolylineOptions
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Descripción
Opciones de entidad lineal. Hay que tener en cuenta que el archivo
config.jsonde una maquetación puede sobreescribir los valores por defecto de esta propiedad (para ver instrucciones de uso de maquetaciones, consultar Configurar por maquetación).Propiedades
Nombre Tipo Atributos Valor por defecto Descripción dataobject | string <optional> Diccionario de pares clave-valor que representa los atributos alfanuméricos de la entidad geográfica o bien cadena de caracteres con el código HTML asociado al mismo. Al pulsar sobre la línea, bien una tabla con los atributos o bien el HTML especificado se mostrarán en un bocadillo.
fontColorstring <optional> "#000000" Color del texto de la etiqueta descriptiva de la entidad geográfica, representado en formato hex triplet (
#RRGGBB).fontSizenumber <optional> 10 Tamaño en puntos tipográficos (
pt) de la fuente del texto de la etiqueta descriptiva de la entidad geográfica.groupstring <optional> Nombre de grupo en el que incluir la entidad geográfica. Todos las entidades geográficas con el mismo valor en esta propiedad se consideran en un mismo grupo. Los grupos se muestran en la tabla de contenidos y en la leyenda.
labelKeystring <optional> Nombre de atributo del cual extraer el valor de la etiqueta si esta existe.
labelOutlineColorstring <optional> "#ffffff" Color del contorno del texto de la etiqueta descriptiva de la entidad geográfica, representado en formato hex triplet (
#RRGGBB).labelOutlineWidthnumber <optional> 2 Anchura en píxeles del trazo del contorno del texto de la etiqueta.
labelRotationKeystring <optional> Nombre del campo del cual extraer la rotación a aplicar a la etiqueta. El valor tiene que estar en grados.
showPopupboolean <optional> Si se establece a
true, la entidad geográfica se añade al mapa con el bocadillo de información asociada visible por defecto.strokeColorstring <optional> "#ff0000" Color de trazo de la línea, representado en formato hex triplet (
#RRGGBB).strokeOpacitynumber <optional> 1 Opacidad de trazo de la línea, valor de 0 a 1.
strokeWidthnumber <optional> 2 Anchura de trazo en píxeles de la línea.
Detalles