{"id":1057,"date":"2025-09-19T10:59:26","date_gmt":"2025-09-19T10:59:26","guid":{"rendered":"https:\/\/vodalandusport.wpenginepowered.com\/?page_id=1057"},"modified":"2025-10-14T12:25:38","modified_gmt":"2025-10-14T12:25:38","slug":"technical-calculations","status":"publish","type":"page","link":"https:\/\/www.vodalandsolutions.com\/es\/technical-calculations\/","title":{"rendered":"C\u00e1lculos t\u00e9cnicos"},"content":{"rendered":"<div data-elementor-type=\"wp-page\" data-elementor-id=\"1057\" class=\"elementor elementor-1057\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f2366b0 e-con-full e-flex e-con e-parent\" data-id=\"f2366b0\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-84c015a elementor-widget__width-inherit elementor-widget elementor-widget-template\" data-id=\"84c015a\" data-element_type=\"widget\" data-e-type=\"widget\" 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href=\"https:\/\/www.vodalandsolutions.com\/es\/dashboard\/\" class=\"elementor-item menu-link\">Cuadro de mandos<\/a><\/li>\n<li class=\"menu-item menu-item-type-post_type menu-item-object-page menu-item-122\"><a href=\"https:\/\/www.vodalandsolutions.com\/es\/my-projects\/\" class=\"elementor-item menu-link\">Mis proyectos<\/a><\/li>\n<li class=\"menu-item menu-item-type-post_type menu-item-object-page menu-item-201\"><a href=\"https:\/\/www.vodalandsolutions.com\/es\/my-documents\/\" class=\"elementor-item menu-link\">Mis documentos<\/a><\/li>\n<li class=\"menu-item menu-item-type-post_type menu-item-object-page menu-item-1638\"><a href=\"https:\/\/www.vodalandsolutions.com\/es\/technical-calculations\/\" class=\"elementor-item menu-link\">C\u00e1lculos t\u00e9cnicos<\/a><\/li>\n<li class=\"menu-item menu-item-type-post_type menu-item-object-page menu-item-907\"><a href=\"https:\/\/www.vodalandsolutions.com\/es\/technical-request\/\" class=\"elementor-item menu-link\">Technical Requests<\/a><\/li>\n<\/ul>\t\t\t<\/nav>\n\t\t\t\t\t\t<nav class=\"elementor-nav-menu--dropdown elementor-nav-menu__container\" aria-hidden=\"true\">\n\t\t\t\t<ul id=\"menu-2-495f3aa0\" class=\"elementor-nav-menu\"><li class=\"menu-item menu-item-type-post_type menu-item-object-page menu-item-118\"><a href=\"https:\/\/www.vodalandsolutions.com\/es\/dashboard\/\" class=\"elementor-item menu-link\" tabindex=\"-1\">Cuadro de mandos<\/a><\/li>\n<li class=\"menu-item menu-item-type-post_type menu-item-object-page menu-item-122\"><a href=\"https:\/\/www.vodalandsolutions.com\/es\/my-projects\/\" class=\"elementor-item menu-link\" tabindex=\"-1\">Mis proyectos<\/a><\/li>\n<li class=\"menu-item menu-item-type-post_type menu-item-object-page menu-item-201\"><a href=\"https:\/\/www.vodalandsolutions.com\/es\/my-documents\/\" class=\"elementor-item menu-link\" tabindex=\"-1\">Mis documentos<\/a><\/li>\n<li class=\"menu-item menu-item-type-post_type menu-item-object-page menu-item-1638\"><a href=\"https:\/\/www.vodalandsolutions.com\/es\/technical-calculations\/\" class=\"elementor-item menu-link\" tabindex=\"-1\">C\u00e1lculos t\u00e9cnicos<\/a><\/li>\n<li class=\"menu-item menu-item-type-post_type menu-item-object-page menu-item-907\"><a href=\"https:\/\/www.vodalandsolutions.com\/es\/technical-request\/\" class=\"elementor-item menu-link\" tabindex=\"-1\">Technical Requests<\/a><\/li>\n<\/ul>\t\t\t<\/nav>\n\t\t\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-441a7b70 e-con-full user-sec e-flex e-con e-child\" data-id=\"441a7b70\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-3765e1b7 e-con-full e-flex e-con e-child\" data-id=\"3765e1b7\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-247f8006 e-con-full elementor-hidden-tablet elementor-hidden-mobile e-flex e-con e-child\" data-id=\"247f8006\" 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(\/figma)--&gt;\"><\/span>Saved Technical Calculations<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2efa5a6 elementor-widget elementor-widget-text-editor\" data-id=\"2efa5a6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>Here you\u2019ll find all of your saved technical calculations, organized and ready for quick access. Reopen past work, adjust inputs, or download results to refine your designs. Each saved calculation helps you pick up right where you left off, making it easier to plan, test, and perfect your next project with confidence.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-dbe1457 e-flex e-con-boxed e-con e-parent\" data-id=\"dbe1457\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e5998d6 elementor-widget elementor-widget-button\" data-id=\"e5998d6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"\/es\/catchment-area-calculator\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"30\" height=\"30\" viewbox=\"0 0 30 30\" fill=\"none\"><path d=\"M8.40625 26.25C7.78125 26.25 7.23958 26.0417 6.78125 25.625C6.32292 25.2083 6.04167 24.6979 5.9375 24.0938L3.75 8.75H7.5V6.25C7.5 5.5625 7.74479 4.97396 8.23438 4.48438C8.72396 3.99479 9.3125 3.75 10 3.75H20C20.6875 3.75 21.276 3.99479 21.7656 4.48438C22.2552 4.97396 22.5 5.5625 22.5 6.25V8.75H26.25L24.0625 24.0938C23.9583 24.6979 23.6719 25.2083 23.2031 25.625C22.7344 26.0417 22.1875 26.25 21.5625 26.25H8.40625ZM6.625 11.25L8.40625 23.75H21.5938L23.375 11.25H6.625ZM13.6875 21.25L19.875 15.0625L18.0938 13.3125L13.6875 17.7188L11.9062 15.9375L10.125 17.7188L13.6875 21.25ZM10 8.75H20V6.25H10V8.75Z\" fill=\"#00928D\"><\/path><\/svg>\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">+ Catchment Area Calculator<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b3ac35d elementor-widget elementor-widget-button\" data-id=\"b3ac35d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"\/es\/channel-capacity-calculator\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"30\" height=\"30\" viewbox=\"0 0 30 30\" fill=\"none\"><path d=\"M13.875 11.25C12.7292 11.25 11.6042 11.4115 10.5 11.7344C9.39583 12.0573 8.375 12.5417 7.4375 13.1875L8.75 25H21.25L22.625 12.5H21.75C20.9583 12.5 20.2396 12.4427 19.5938 12.3281C18.9479 12.2135 18.0625 11.9896 16.9375 11.6562C16.4583 11.5104 15.9583 11.4062 15.4375 11.3438C14.9167 11.2812 14.3958 11.25 13.875 11.25ZM7.125 10.4688C8.1875 9.90625 9.28646 9.47917 10.4219 9.1875C11.5573 8.89583 12.7188 8.75 13.9062 8.75C14.5312 8.75 15.151 8.79167 15.7656 8.875C16.3802 8.95833 16.9896 9.08333 17.5938 9.25C18.6354 9.54167 19.4323 9.73958 19.9844 9.84375C20.5365 9.94792 21.125 10 21.75 10H22.9062L23.4375 5H6.5625L7.125 10.4688ZM8.71875 27.5C8.07292 27.5 7.51562 27.2917 7.04688 26.875C6.57812 26.4583 6.3125 25.9271 6.25 25.2812L3.75 2.5H26.25L23.75 25.2812C23.6875 25.9271 23.4219 26.4583 22.9531 26.875C22.4844 27.2917 21.9271 27.5 21.2812 27.5H8.71875ZM13.875 25H21.25H8.75H13.875Z\" fill=\"#00928D\"><\/path><\/svg>\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">+ Channel Capacity Calculator<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f7fc5d8 elementor-widget elementor-widget-button\" data-id=\"f7fc5d8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"\/es\/calculator-wastewater-flow-rate\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span 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4.9375L10.8125 4.3125Z\" fill=\"#00928D\"><\/path><\/svg>\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">+ Wastewater Flow Rate Calculator <\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e5194fa e-flex e-con-boxed e-con e-parent\" data-id=\"e5194fa\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-10024f7 elementor-widget elementor-widget-shortcode\" data-id=\"10024f7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"shortcode.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-shortcode\"><p>You need to be logged in to view your saved calculations.<\/p><\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>","protected":false},"excerpt":{"rendered":"<p>Saved Technical Calculations Here you\u2019ll 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