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Estructura de Alcantarillado pluvial, Distrito Mercedes, Cantón Heredia y Provincia Heredia, 10 de junio del año 2019.<\/SPAN><\/P>

Ubicación Espacial:<\/SPAN><\/P>

País: Costa Rica<\/SPAN><\/P>

Provincia: Heredia<\/SPAN><\/P>

Cantón: Heredia<\/SPAN><\/P>

Distrito: Mercedes<\/SPAN><\/P>

Antecedentes:<\/SPAN><\/P>

Como parte del proceso de concretar el Plan Maestro en Alcantarillado pluvial, la Municipalidad de Heredia estableció la necesidad de un levantamiento topográfico y catastro pluvial, esto para el sistema del alcantarillado del distrito de Mercedes en Heredia. Dicho plan, tiene como indicador contar a diciembre del 2022 con un Plan Maestro de Alcantarillado Pluvial para la Municipalidad.<\/SPAN><\/P>

Sistema de Referencia:<\/SPAN><\/P>

Datum Horizontal: CR05<\/SPAN><\/P>

Datum Vertical: Nivel Medio del Mar<\/SPAN><\/P>

Proyección: Trasversa de Mercator para Costa Rica CRTM05<\/SPAN><\/P>

Elipsoide: WGS84<\/SPAN><\/P>

Levantamiento topográfico:<\/SPAN><\/P>

Se efectuó un levantamiento topográfico y catastro pluvial para el sistema de alcantarillado pluvial del distrito de mercedes, para este caso a continuación se especifica los elementos pluviales,ver nomeclatura de elementos pluviales:<\/SPAN><\/P>

<\/P>

NOMECLATURA DE POZOS -TRAGANTES-CAJAS REGISTRO<\/SPAN><\/P>

\t<\/SPAN><\/P>

ID_P_T_C *:\tNÚMERO DE POZO-TRAGANTE-CAJA<\/SPAN><\/P>

COLECTOR:\tNOMBRE DEL COLECTOR<\/SPAN><\/P>

CUENCA:\t NOMBRE DE LA CUENCA<\/SPAN><\/P>

COTA_TERRENO:\tELEVACIÓN DEL TERRENO<\/SPAN><\/P>

COTA_TAPA:\tELEVACIÓN DE LA TAPA<\/SPAN><\/P>

COTA_FONDO:\tELEVACIÓN DEL FONDO<\/SPAN><\/P>

COTA_E_TB1:\tELEVACIÓN DEL FONDO ENTRADA TUBERIA<\/SPAN><\/P>

COTA_S_TB1:\tELEVACIÓN DEL FONDO ENTRADA SALIDA TUBERIA<\/SPAN><\/P>

Ø_LLEGADA1:\tDIÁMETRO DE LLEGADA<\/SPAN><\/P>

Ø_SALIDA1:\tDIÁMETRO DE SALIDA<\/SPAN><\/P>

SUPERFICIE\tTIPO DE SUPERFICIE<\/SPAN><\/P>

SUBTIPO:\tSI ES COLECTOR PRIMARIO (CP) O SECUNDARIO (CS)<\/SPAN><\/P>

Ø_ACCESO:\tDIÁMETRO DE ACCESO<\/SPAN><\/P>

TIPO_ACCESO:\tTIPO DE ACCESO<\/SPAN><\/P>

MATERIAL_AC:\tMATERIAL DE ACCESO<\/SPAN><\/P>

MATERIAL_PARED:\tMATERIAL DE LA PARED<\/SPAN><\/P>

RECUBRIMIENTO:\tMATERIAL DE RECUBRIMIENTO INTERNO<\/SPAN><\/P>

Diametro_i-Dim_i:\tDIÁMETRO INTERNO DEL POZO-DIMENSIONES LARGO ANCHO<\/SPAN><\/P>

NIVEL_PISO:\tPROFUNDIDAD DEL POZO-TRAGANTE-CAJA<\/SPAN><\/P>

INDICADOR:\tINDICADOR DE VENTILACIÓN<\/SPAN><\/P>

SEGURIDAD:\tSEGURIDAD<\/SPAN><\/P>

SEPARADOR:\tSEPARADOS DE FLUJO<\/SPAN><\/P>

ENTERRADO:\tSI EL POZO-TRAGANTE-CAJA ESTÁ ENTERRADO<\/SPAN><\/P>

PROFUNDIDAD:\tPROFUNDIDAD DE ENTERRADO<\/SPAN><\/P>

DESVIO_FLUJO:\tDESVÍO DE FLUJO<\/SPAN><\/P>

TAPA:\t ESTADO DE LA TAPA-REJILLA-SUMIDERO VENTANA<\/SPAN><\/P>

ESTADO:\t ESTADO DEL POZO-CAJA-TRAGANTE<\/SPAN><\/P>

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"type": "Feature Layer", "description": "

Metadatos Alcantarillado Pluvial<\/SPAN><\/SPAN><\/P>

Estructura de Alcantarillado pluvial, Distrito Mercedes, Cantón Heredia y Provincia Heredia, 10 de junio del año 2019.<\/SPAN><\/SPAN><\/P>

Ubicación Espacial:<\/SPAN><\/SPAN><\/P>

País: Costa Rica<\/SPAN><\/SPAN><\/P>

Provincia: Heredia<\/SPAN><\/SPAN><\/P>

Cantón: Heredia<\/SPAN><\/SPAN><\/P>

Distrito: Mercedes<\/SPAN><\/SPAN><\/P>

Antecedentes:<\/SPAN><\/SPAN><\/P>

Como parte del proceso de concretar el Plan Maestro en Alcantarillado pluvial, la Municipalidad de Heredia estableció la necesidad de un levantamiento topográfico y catastro pluvial, esto para el sistema del alcantarillado del distrito de Mercedes en Heredia. Dicho plan, tiene como indicador contar a diciembre del 2022 con un Plan Maestro de Alcantarillado Pluvial para la Municipalidad.<\/SPAN><\/SPAN><\/P>

Sistema de Referencia:<\/SPAN><\/SPAN><\/P>

Datum Horizontal: CR05<\/SPAN><\/SPAN><\/P>

Datum Vertical: Nivel Medio del Mar<\/SPAN><\/SPAN><\/P>

Proyección: Trasversa de Mercator para Costa Rica CRTM05<\/SPAN><\/SPAN><\/P>

Elipsoide: WGS84<\/SPAN><\/SPAN><\/P>

Levantamiento topográfico:<\/SPAN><\/SPAN><\/P>

Se efectuó un levantamiento topográfico y catastro pluvial para el sistema de alcantarillado pluvial del distrito de mercedes, en este se diferencian los siguientes tipos:<\/SPAN><\/SPAN><\/P>

  • Elementos de Alcantarillado Pluvial:<\/SPAN><\/SPAN> Pozos, tragantes, cajas de registro, alcantarillas y cabezales. <\/SPAN><\/SPAN><\/P><\/LI><\/UL>

    Para este caso a continuación se especifica en los cuadros siguientes, cuántos y cuáles fueron los datos capturados y la nomenclatura asignada en la Geodatabase.<\/SPAN><\/SPAN><\/P>

    • Tubería de Alcantarillado Pluvial:<\/SPAN><\/SPAN> Tramos de tubería de los elementos de alcantarillado pluvial.<\/SPAN><\/SPAN><\/P><\/LI><\/UL>

      Para este caso a continuación se especifica en el cuadro siguiente, cuántos y cuáles fueron los datos capturados y la nomenclatura asignada en la Geodatabase.<\/SPAN><\/SPAN><\/P>

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      Estructura de Alcantarillado pluvial, Distrito Mercedes, Cantón Heredia y Provincia Heredia, 10 de junio del año 2019.<\/SPAN><\/P>

      Ubicación Espacial:<\/SPAN><\/P>

      País: Costa Rica<\/SPAN><\/P>

      Provincia: Heredia<\/SPAN><\/P>

      Cantón: Heredia<\/SPAN><\/P>

      Distrito: Mercedes<\/SPAN><\/P>

      Antecedentes:<\/SPAN><\/P>

      Como parte del proceso de concretar el Plan Maestro en Alcantarillado pluvial, la Municipalidad de Heredia estableció la necesidad de un levantamiento topográfico y catastro pluvial, esto para el sistema del alcantarillado del distrito de Mercedes en Heredia. Dicho plan, tiene como indicador contar a diciembre del 2022 con un Plan Maestro de Alcantarillado Pluvial para la Municipalidad.<\/SPAN><\/P>

      Sistema de Referencia:<\/SPAN><\/P>

      Datum Horizontal: CR05<\/SPAN><\/P>

      Datum Vertical: Nivel Medio del Mar<\/SPAN><\/P>

      Proyección: Trasversa de Mercator para Costa Rica CRTM05<\/SPAN><\/P>

      Elipsoide: WGS84<\/SPAN><\/P>

      Levantamiento topográfico:<\/SPAN><\/P>

      Se efectuó un levantamiento topográfico y catastro pluvial para el sistema de alcantarillado pluvial del distrito de mercedes, para este caso a continuación se especifica los elementos pluviales,ver nomeclatura de elementos pluviales:<\/SPAN><\/P>

      <\/P>

      NOMECLATURA DE POZOS -TRAGANTES-CAJAS REGISTRO<\/SPAN><\/P>

      <\/P>

      ID_P_T_C *: NÚMERO DE POZO-TRAGANTE-CAJA<\/SPAN><\/P>

      COLECTOR: NOMBRE DEL COLECTOR<\/SPAN><\/P>

      CUENCA: NOMBRE DE LA CUENCA<\/SPAN><\/P>

      COTA_TERRENO: ELEVACIÓN DEL TERRENO<\/SPAN><\/P>

      COTA_TAPA: ELEVACIÓN DE LA TAPA<\/SPAN><\/P>

      COTA_FONDO: ELEVACIÓN DEL FONDO<\/SPAN><\/P>

      COTA_E_TB1: ELEVACIÓN DEL FONDO ENTRADA TUBERIA<\/SPAN><\/P>

      COTA_S_TB1: ELEVACIÓN DEL FONDO ENTRADA SALIDA TUBERIA<\/SPAN><\/P>

      Ø_LLEGADA1: DIÁMETRO DE LLEGADA<\/SPAN><\/P>

      Ø_SALIDA1: DIÁMETRO DE SALIDA<\/SPAN><\/P>

      SUPERFICIE TIPO DE SUPERFICIE<\/SPAN><\/P>

      SUBTIPO: SI ES COLECTOR PRIMARIO (CP) O SECUNDARIO (CS)<\/SPAN><\/P>

      Ø_ACCESO: DIÁMETRO DE ACCESO<\/SPAN><\/P>

      TIPO_ACCESO: TIPO DE ACCESO<\/SPAN><\/P>

      MATERIAL_AC: MATERIAL DE ACCESO<\/SPAN><\/P>

      MATERIAL_PARED: MATERIAL DE LA PARED<\/SPAN><\/P>

      RECUBRIMIENTO: MATERIAL DE RECUBRIMIENTO INTERNO<\/SPAN><\/P>

      Diametro_i-Dim_i: DIÁMETRO INTERNO DEL POZO-DIMENSIONES LARGO ANCHO<\/SPAN><\/P>

      NIVEL_PISO: PROFUNDIDAD DEL POZO-TRAGANTE-CAJA<\/SPAN><\/P>

      INDICADOR: INDICADOR DE VENTILACIÓN<\/SPAN><\/P>

      SEGURIDAD: SEGURIDAD<\/SPAN><\/P>

      SEPARADOR: SEPARADOS DE FLUJO<\/SPAN><\/P>

      ENTERRADO: SI EL POZO-TRAGANTE-CAJA ESTÁ ENTERRADO<\/SPAN><\/P>

      PROFUNDIDAD: PROFUNDIDAD DE ENTERRADO<\/SPAN><\/P>

      DESVIO_FLUJO: DESVÍO DE FLUJO<\/SPAN><\/P>

      TAPA: ESTADO DE LA TAPA-REJILLA-SUMIDERO VENTANA<\/SPAN><\/P>

      ESTADO: ESTADO DEL POZO-CAJA-TRAGANTE<\/SPAN><\/P>

      <\/P>

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true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": true, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "3857ee959ff84ebb875a087118356e4f" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 6, "name": "E_S_F Mercedes", "type": "Feature Layer", "description": "

      Metadatos Alcantarillado Pluvial<\/SPAN><\/SPAN><\/P>

      Estructura de Alcantarillado pluvial, Distrito Mercedes, Cantón Heredia y Provincia Heredia, 10 de junio del año 2019.<\/SPAN><\/SPAN><\/P>

      Ubicación Espacial:<\/SPAN><\/SPAN><\/P>

      País: Costa Rica<\/SPAN><\/SPAN><\/P>

      Provincia: Heredia<\/SPAN><\/SPAN><\/P>

      Cantón: Heredia<\/SPAN><\/SPAN><\/P>

      Distrito: Mercedes<\/SPAN><\/SPAN><\/P>

      Antecedentes:<\/SPAN><\/SPAN><\/P>

      Como parte del proceso de concretar el Plan Maestro en Alcantarillado pluvial, la Municipalidad de Heredia estableció la necesidad de un levantamiento topográfico y catastro pluvial, esto para el sistema del alcantarillado del distrito de Mercedes en Heredia. Dicho plan, tiene como indicador contar a diciembre del 2022 con un Plan Maestro de Alcantarillado Pluvial para la Municipalidad.<\/SPAN><\/SPAN><\/P>

      Sistema de Referencia:<\/SPAN><\/SPAN><\/P>

      Datum Horizontal: CR05<\/SPAN><\/SPAN><\/P>

      Datum Vertical: Nivel Medio del Mar<\/SPAN><\/SPAN><\/P>

      Proyección: Trasversa de Mercator para Costa Rica CRTM05<\/SPAN><\/SPAN><\/P>

      Elipsoide: WGS84<\/SPAN><\/SPAN><\/P>

      Levantamiento topográfico:<\/SPAN><\/SPAN><\/P>

      Se efectuó un levantamiento topográfico y catastro pluvial para el sistema de alcantarillado pluvial del distrito de mercedes, en este se diferencian los siguientes tipos:<\/SPAN><\/SPAN><\/P>

      • Elementos de Alcantarillado Pluvial:<\/SPAN><\/SPAN> Pozos, tragantes, cajas de registro, alcantarillas y cabezales. <\/SPAN><\/SPAN><\/P><\/LI><\/UL>

        Para este caso a continuación se especifica en los cuadros siguientes, cuántos y cuáles fueron los datos capturados y la nomenclatura asignada en la Geodatabase.<\/SPAN><\/SPAN><\/P>

        • Tubería de Alcantarillado Pluvial:<\/SPAN><\/SPAN> Tramos de tubería de los elementos de alcantarillado pluvial.<\/SPAN><\/SPAN><\/P><\/LI><\/UL>

          Para este caso a continuación se especifica en el cuadro siguiente, cuántos y cuáles fueron los datos capturados y la nomenclatura asignada en la Geodatabase.<\/SPAN><\/SPAN><\/P>

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          Metadatos Alcantarillado Pluvial<\/SPAN><\/SPAN><\/P>

          Estructura de Alcantarillado pluvial, Distrito Mercedes, Cantón Heredia y Provincia Heredia, 10 de junio del año 2019.<\/SPAN><\/SPAN><\/P>

          Ubicación Espacial:<\/SPAN><\/SPAN><\/P>

          País: Costa Rica<\/SPAN><\/SPAN><\/P>

          Provincia: Heredia<\/SPAN><\/SPAN><\/P>

          Cantón: Heredia<\/SPAN><\/SPAN><\/P>

          Distrito: Mercedes<\/SPAN><\/SPAN><\/P>

          Antecedentes:<\/SPAN><\/SPAN><\/P>

          Como parte del proceso de concretar el Plan Maestro en Alcantarillado pluvial, la Municipalidad de Heredia estableció la necesidad de un levantamiento topográfico y catastro pluvial, esto para el sistema del alcantarillado del distrito de Mercedes en Heredia. Dicho plan, tiene como indicador contar a diciembre del 2022 con un Plan Maestro de Alcantarillado Pluvial para la Municipalidad.<\/SPAN><\/SPAN><\/P>

          Sistema de Referencia:<\/SPAN><\/SPAN><\/P>

          Datum Horizontal: CR05<\/SPAN><\/SPAN><\/P>

          Datum Vertical: Nivel Medio del Mar<\/SPAN><\/SPAN><\/P>

          Proyección: Trasversa de Mercator para Costa Rica CRTM05<\/SPAN><\/SPAN><\/P>

          Elipsoide: WGS84<\/SPAN><\/SPAN><\/P>

          Levantamiento topográfico:<\/SPAN><\/SPAN><\/P>

          Se efectuó un levantamiento topográfico y catastro pluvial para el sistema de alcantarillado pluvial del distrito de mercedes, en este se diferencian los siguientes tipos:<\/SPAN><\/SPAN><\/P>

          • Elementos de Alcantarillado Pluvial:<\/SPAN><\/SPAN>Pozos, tragantes, cajas de registro, alcantarillas y cabezales. <\/SPAN><\/SPAN><\/P><\/LI><\/UL>

            Para este caso a continuación se especifica en los cuadros siguientes, cuántos y cuáles fueron los datos capturados y la nomenclatura asignada en la Geodatabase.<\/SPAN><\/SPAN><\/P>

            • Tubería de Alcantarillado Pluvial:<\/SPAN><\/SPAN>Tramos de tubería de los elementos de alcantarillado pluvial.<\/SPAN><\/SPAN><\/P><\/LI><\/UL>

              Para este caso a continuación se especifica en el cuadro siguiente, cuántos y cuáles fueron los datos capturados y la nomenclatura asignada en la Geodatabase.<\/SPAN><\/SPAN><\/P>

              NOMECLATURA DE POZOS -TRAGANTES-CAJAS REGISTRO<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              ID_P_T_C <\/SPAN><\/SPAN><\/P><\/TD>

              NÚMERO DE POZO-TRAGANTE-CAJA<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              COLECTOR<\/SPAN><\/SPAN><\/P><\/TD>

              NOMBRE DEL COLECTOR<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              CUENCA<\/SPAN><\/SPAN><\/P><\/TD>

              NOMBRE DE LA CUENCA<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              COTA_TERRENO<\/SPAN><\/SPAN><\/P><\/TD>

              ELEVACIÓN DEL TERRENO<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              COTA_TAPA<\/SPAN><\/SPAN><\/P><\/TD>

              ELEVACIÓN DE LA TAPA<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              COTA_FONDO<\/SPAN><\/SPAN><\/P><\/TD>

              ELEVACIÓN DEL FONDO<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              COTA_E_TB1<\/SPAN><\/SPAN><\/P><\/TD>

              ELEVACIÓN DEL FONDO ENTRADA TUBERIA<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              COTA_S_TB1<\/SPAN><\/SPAN><\/P><\/TD>

              ELEVACIÓN DEL FONDO ENTRADA SALIDA TUBERIA<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              Ø_LLEGADA1<\/SPAN><\/SPAN><\/P><\/TD>

              DIÁMETRO DE LLEGADA<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              Ø_SALIDA1<\/SPAN><\/SPAN><\/P><\/TD>

              DIÁMETRO DE SALIDA<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              SUPERFICIE<\/SPAN><\/SPAN><\/P><\/TD>

              TIPO DE SUPERFICIE<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              SUBTIPO<\/SPAN><\/SPAN><\/P><\/TD>

              SI ES COLECTOR PRIMARIO (CP) O SECUNDARIO (CS)<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              Ø_ACCESO<\/SPAN><\/SPAN><\/P><\/TD>

              DIÁMETRO DE ACCESO<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              TIPO_ACCESO<\/SPAN><\/SPAN><\/P><\/TD>

              TIPO DE ACCESO<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              MATERIAL_AC<\/SPAN><\/SPAN><\/P><\/TD>

              MATERIAL DE ACCESO<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              MATERIAL_PARED<\/SPAN><\/SPAN><\/P><\/TD>

              MATERIAL DE LA PARED<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              RECUBRIMIENTO<\/SPAN><\/SPAN><\/P><\/TD>

              MATERIAL DE RECUBRIMIENTO INTERNO<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              Diametro_i-Dim_i<\/SPAN><\/SPAN><\/P><\/TD>

              DIÁMETRO INTERNO DEL POZO-DIMENSIONES LARGO ANCHO<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              NIVEL_PISO<\/SPAN><\/SPAN><\/P><\/TD>

              PROFUNDIDAD DEL POZO-TRAGANTE-CAJA<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              INDICADOR<\/SPAN><\/SPAN><\/P><\/TD>

              INDICADOR DE VENTILACIÓN<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              SEGURIDAD<\/SPAN><\/SPAN><\/P><\/TD>

              SEGURIDAD<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              SEPARADOR<\/SPAN><\/SPAN><\/P><\/TD>

              SEPARADOS DE FLUJO<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              ENTERRADO<\/SPAN><\/SPAN><\/P><\/TD>

              SI EL POZO-TRAGANTE-CAJA ESTÁ ENTERRADO<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              PROFUNDIDAD<\/SPAN><\/SPAN><\/P><\/TD>

              PROFUNDIDAD DE ENTERRADO<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              DESVIO_FLUJO<\/SPAN><\/SPAN><\/P><\/TD>

              DESVÍO DE FLUJO<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              TAPA<\/SPAN><\/SPAN><\/P><\/TD>

              ESTADO DE LA TAPA-REJILLA-SUMIDERO VENTANA<\/SPAN><\/SPAN><\/P><\/TD><\/TR>

              ESTADO<\/SPAN><\/SPAN><\/P><\/TD>

              ESTADO DEL POZO-CAJA-TRAGANTE<\/SPAN><\/SPAN><\/P><\/TD><\/TR><\/TBODY><\/TABLE>

              <\/P>

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              Metadatos Alcantarillado Pluvial<\/SPAN><\/SPAN><\/P>

              Estructura de Alcantarillado pluvial, Distrito Mercedes, Cantón Heredia y Provincia Heredia, 10 de junio del año 2019.<\/SPAN><\/P>

              Ubicación Espacial:<\/SPAN><\/P>

              País: Costa Rica<\/SPAN><\/P>

              Provincia: Heredia<\/SPAN><\/P>

              Cantón: Heredia<\/SPAN><\/P>

              Distrito: Mercedes<\/SPAN><\/P>

              Antecedentes:<\/SPAN><\/P>

              Como parte del proceso de concretar el Plan Maestro en Alcantarillado pluvial, la Municipalidad de Heredia estableció la necesidad de un levantamiento topográfico y catastro pluvial, esto para el sistema del alcantarillado del distrito de Mercedes en Heredia. Dicho plan, tiene como indicador contar a diciembre del 2022 con un Plan Maestro de Alcantarillado Pluvial para la Municipalidad.<\/SPAN><\/P>

              Sistema de Referencia:<\/SPAN><\/P>

              Datum Horizontal: CR05<\/SPAN><\/P>

              Datum Vertical: Nivel Medio del Mar<\/SPAN><\/P>

              Proyección: Trasversa de Mercator para Costa Rica CRTM05<\/SPAN><\/P>

              Elipsoide: WGS84<\/SPAN><\/P>

              Levantamiento topográfico:<\/SPAN><\/P>

              Se efectuó un levantamiento topográfico y catastro pluvial para el sistema de alcantarillado pluvial del distrito de mercedes, para este caso a continuación se especifica los elementos pluviales,ver nomeclatura de elementos pluviales:<\/SPAN><\/P>

              <\/P>

              NOMECLATURA CABEZALES<\/SPAN><\/P>

              \t<\/SPAN><\/P>

              ID_CABEZAL *:\tNÚMERO DE CABEZAL<\/SPAN><\/P>

              NOMBRE_RIO:\tNOMBRE DE RIO <\/SPAN><\/P>

              COTA_FONDO:\tELEVACIÓN DEL FONDO<\/SPAN><\/P>

              Ø_LLEGADA:\tDIÁMETRO DE LLEGADA<\/SPAN><\/P>

              SUPERFICIE:\tTIPO DE SUPERFICIE<\/SPAN><\/P>

              SUBTIPO:\tSI ES COLECTOR PRIMARIO (CP) O SECUNDARIO (CS)<\/SPAN><\/P>

              MATERIAL:\tMATERIAL CABEZAL<\/SPAN><\/P>

              ENTERRADO:\tSI EL CABEZAL ESTÁ ENTERRADO<\/SPAN><\/P>

              PROFUNDIDA:\tPROFUNDIDAD DE ENTERRADO<\/SPAN><\/P>

              ESTADO: \tESTADO DE CABEZAL<\/SPAN><\/P>

              <\/P>

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              Estructura de Alcantarillado pluvial, Distrito Mercedes, Cantón Heredia y Provincia Heredia, 10 de junio del año 2019.<\/SPAN><\/P>

              Ubicación Espacial:<\/SPAN><\/P>

              País: Costa Rica<\/SPAN><\/P>

              Provincia: Heredia<\/SPAN><\/P>

              Cantón: Heredia<\/SPAN><\/P>

              Distrito: Mercedes<\/SPAN><\/P>

              Antecedentes:<\/SPAN><\/P>

              Como parte del proceso de concretar el Plan Maestro en Alcantarillado pluvial, la Municipalidad de Heredia estableció la necesidad de un levantamiento topográfico y catastro pluvial, esto para el sistema del alcantarillado del distrito de Mercedes en Heredia. Dicho plan, tiene como indicador contar a diciembre del 2022 con un Plan Maestro de Alcantarillado Pluvial para la Municipalidad.<\/SPAN><\/P>

              Sistema de Referencia:<\/SPAN><\/P>

              Datum Horizontal: CR05<\/SPAN><\/P>

              Datum Vertical: Nivel Medio del Mar<\/SPAN><\/P>

              Proyección: Trasversa de Mercator para Costa Rica CRTM05<\/SPAN><\/P>

              Elipsoide: WGS84<\/SPAN><\/P>

              Levantamiento topográfico:<\/SPAN><\/P>

              Se efectuó un levantamiento topográfico y catastro pluvial para el sistema de alcantarillado pluvial del distrito de mercedes, para este caso a continuación se especifica los tramos de tuberías, ver nomeclatura de tubería:<\/SPAN><\/P>

              <\/P>

              NOMECLATURA DE TRAMOS PLUVIALES\t<\/SPAN><\/P>

              ID_TRAMO:\tNÚMERO DEL TRAMO<\/SPAN><\/P>

              NO_COLECTO:\tNOMBRE DEL COLECTOR<\/SPAN><\/P>

              NO_CUENCA:\tNOMBRE DE LA CUENCA<\/SPAN><\/P>

              POZO_1:\t NÚMERO DE POZO INICIAL<\/SPAN><\/P>

              POZO_2:\t NÚMERO DE POZO FINAL<\/SPAN><\/P>

              COTA_TER_1:\tELEVACIÓN DEL TERRENO INICIAL<\/SPAN><\/P>

              COTA_TER_2:\tELEVACIÓN DEL TERRENO FINAL<\/SPAN><\/P>

              COTA_TAP_1:\tELEVACIÓN DE LA TAPA INICIAL<\/SPAN><\/P>

              COTA_TAP_2:\tELEVACIÓN DE LA TAPA FINAL<\/SPAN><\/P>

              COTA_TUB_1:\tELEVACIÓN DE TUBERÍA INICIAL<\/SPAN><\/P>

              COTA_TUB_2:\tELEVACIÓN DE TUBERÍA FINAL<\/SPAN><\/P>

              LONG_H: LONGITUD DEL TRAMO HORIZONTAL <\/SPAN><\/P>

              LONG_SIG:\tLONGITUD DEL TRAMO SEGÚN SIG<\/SPAN><\/P>

              DIST_INCLINADA:\tLONGITUD REAL DEL TRAMO DE LA TUBERIA<\/SPAN><\/P>

              PENDIENTE:\tPENDIENTE REAL DEL TRAMO DE LA TUBERIA<\/SPAN><\/P>

              PENDIE_AB:\tPENDIENTE ABSOLUTA DEL TRAMO DE LA TUBERIA<\/SPAN><\/P>

              DIAM_NOM:\tDIÁMETRO NOMINAL DEL TUBO EN MM<\/SPAN><\/P>

              MATERIAL:\tMATERIAL DEL TUBO<\/SPAN><\/P>

              REC_INTERN:\tRECUBRIMIENTO INTERNO<\/SPAN><\/P>

              RUGOSIDAD:\tRUGOSIDAD<\/SPAN><\/P>

              PUENTE_CAN:\tPUENTE O CANAL<\/SPAN><\/P>

              SUBTIPO:\tSI ES COLECTOR PRIMARIO (CP) O SECUNDARIO (CS)<\/SPAN><\/P>

              TIPO_OBRA:\tSI ES COLECTOR (C) O SUBCOLECTOR (SC)<\/SPAN><\/P>

              ESTADO:\t ESTADO DE LA TUBERIA<\/SPAN><\/P>

              <\/P>

              Aclaraciones:<\/SPAN><\/P>

              -Los atributos y la parte grafica representan fielmente el alcantarillado pluvial del distrito mercedes.<\/SPAN><\/P>

              -El atributo \"LONG_H\", representa la distancia horizontal de la tubería, desde que sale la tubería de un elemento pluvial hasta que llega la tubería a otro elemento pluvial. <\/SPAN><\/P>

              -El atributo \u201cLONG_SIG\", representa la distancia horizontal del centro de un elemento pluvial hasta que llega al centro de otro elemento pluvial. <\/SPAN><\/P>

              -El atributo \" DIST_INCLINADA\", representa la distancia real de tubería, desde que sale la tubería de un elemento pluvial hasta que llega la tubería a otro elemento pluvial. <\/SPAN><\/P>

              -El atributo \" PENDIENTE\", representa la gradiente del tramo de tubería, los valores positivos para esta gradiente indican tuberías que se encuentran en contrapendiente.<\/SPAN><\/P>

              -El atributo \"PENDIE_AB\", representa la gradiente del tramo de tubería, este valor es igual al valor de la \" PENDIENTE\", con la diferencia que todos sus valores son positivos. <\/SPAN><\/P>

              -Para todos los casos donde para la tubería no se obtuvo cota de salida, porque el elemento pluvial es desconocido o proviene de conexiones de casas, los valores para:\"PENDIENTE\",\"PENDIE_AB\",\"LONG_H\",\"DIST_INCLINADA\u201d; corresponden a valores cero \"0\". <\/SPAN><\/P>

              <\/P>

              <\/P>

              <\/P>

              <\/P>

              <\/P>

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              Sistema de Referencia:<\/SPAN><\/P>

              Datum Horizontal: CR05<\/SPAN><\/P>

              Datum Vertical: Nivel Medio del Mar<\/SPAN><\/P>

              Proyección: Trasversa de Mercator para Costa Rica CRTM05<\/SPAN><\/P>

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