{"id":4117,"date":"2020-09-29T12:49:40","date_gmt":"2020-09-29T15:49:40","guid":{"rendered":"https:\/\/actbr.com.br\/produto\/a-valvula-de-retencao-valvula-anti-retorno-do-tipo-s\/"},"modified":"2023-10-20T09:13:45","modified_gmt":"2023-10-20T12:13:45","slug":"valvula-retencao-tipo-s","status":"publish","type":"product","link":"https:\/\/actbr.com.br\/en\/produto\/valvula-retencao-tipo-s\/","title":{"rendered":"V\u00e1lvula Reten\u00e7\u00e3o Tipo S"},"content":{"rendered":"<p>V\u00e1lvula Reten\u00e7\u00e3o Tipo S<\/p>\n<p>A V\u00e1lvula de Reten\u00e7\u00e3o Tipo S \u00e9 uma v\u00e1lvula anti retorno usada para permitir o fluxo do fluido em uma dire\u00e7\u00e3o e o fechamento na dire\u00e7\u00e3o oposta. Quando o fluxo de fluido pelo p\u00f3rtico P1, o fluido empurra o gatilho (2) para superar a mola (3) e conectar os p\u00f3rticos P1 e P2. Quando o fluido flui de P2 para P1, o gatilho (2) se move para a esquerda e a v\u00e1lvula de reten\u00e7\u00e3o se fecha.<\/p>\n<p><img decoding=\"async\" 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data-filename=\"\u00edndice.jpg\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Para V\u00e1lvulas\u00a0de Reten\u00e7\u00e3o (V\u00e1lvula antirretorno) sem mola, a posi\u00e7\u00e3o fixa deve garantir que o poppet permane\u00e7a na posi\u00e7\u00e3o fechada.<\/p>\n<p>A V\u00e1lvula no circuito \u00e9 utilizada principalmente para:<br \/>\nProteger o equipamento contra danos no refluxo;<br \/>\nFornecer al\u00edvio de press\u00e3o para a seguran\u00e7a do sistema;<br \/>\nImpedir a contamina\u00e7\u00e3o por refluxo.<\/p>\n<p>&nbsp;<\/p>\n<p>As V\u00e1lvulas de Reten\u00e7\u00e3o (v\u00e1lvulas atirretorno) ACT s\u00e3o intercambi\u00e1veis com os modelos Bosch Rexroth, Hydac, Argo-Hytos, Parker Hannifin, dispon\u00edveis nos tamanhos S6A*, S8A*, S10A*, S15A*, S20A*, S25A*, S30A* e disponibilidade de molas de 0 bar (sem mola) at\u00e9 5 bar.<\/p>\n<p>Informa\u00e7\u00f5es T\u00e9cnicas:<br \/>\nM\u00e1xima press\u00e3o: 315Bar;<br \/>\nM\u00e1xima Vaz\u00e3o: 400 lpm;<br \/>\nP\u00f3rticos com Rosca BSP F\u00eamea;<br \/>\nFluido compat\u00edvel: \u00d3leo mineral; \u00c9ster fosfato;<br \/>\nTemperatura de Trabalho: -30 at\u00e9 +80 \u00b0C;<br \/>\nRange de Viscosidade: 2.8 at\u00e9 500 mm2\/s;<\/p>\n<p>Grau de Contamina\u00e7\u00e3o: Grau m\u00e1ximo permitido de contamina\u00e7\u00e3o de fluidos: Classe 9. NAS 1638 ou 20\/18\/15, ISO4406.<\/p>\n\n<table id=\"tablepress-12\" class=\"tablepress tablepress-id-12 tbody-has-connected-cells\">\n<thead>\n<tr class=\"row-1\">\n\t<th colspan=\"6\" class=\"column-1\"><strong>V\u00e1lvulas Convencionais <\/strong><\/th>\n<\/tr>\n<\/thead>\n<tbody class=\"row-striping row-hover\">\n<tr class=\"row-2\">\n\t<td colspan=\"2\" class=\"column-1\"><strong>ATOS<\/strong><\/td><td rowspan=\"2\" class=\"column-3\"><strong>BOSCH<\/strong><\/td><td rowspan=\"2\" class=\"column-4\"><strong>ACT (S) <\/strong><\/td><td rowspan=\"2\" class=\"column-5\"><strong> ACT (H) <\/strong><\/td><td rowspan=\"2\" class=\"column-6\"><strong>VICKERS<\/strong><\/td>\n<\/tr>\n<tr class=\"row-3\">\n\t<td class=\"column-1\"><strong>C\u00f3digo do Modelo<\/strong><\/td><td class=\"column-2\"><strong><\/strong><\/td>\n<\/tr>\n<tr class=\"row-4\">\n\t<td rowspan=\"6\" class=\"column-1\">ADR<\/td><td class=\"column-2\">06<\/td><td class=\"column-3\">0 532 400 001<\/td><td class=\"column-4\">S6A1 <\/td><td class=\"column-5\">HG-G1\/4 <\/td><td class=\"column-6\">DT8P1-02-*-10-UB<\/td>\n<\/tr>\n<tr class=\"row-5\">\n\t<td class=\"column-2\">10<\/td><td class=\"column-3\">-<\/td><td class=\"column-4\">S8A1 <\/td><td class=\"column-5\">HG-G3\/8 <\/td><td class=\"column-6\">DT8P1-03-*-10-UB<\/td>\n<\/tr>\n<tr class=\"row-6\">\n\t<td class=\"column-2\">15<\/td><td class=\"column-3\">-<\/td><td class=\"column-4\">S10A1 <\/td><td class=\"column-5\">HG-G1\/2 <\/td><td class=\"column-6\">-<\/td>\n<\/tr>\n<tr class=\"row-7\">\n\t<td class=\"column-2\">20<\/td><td class=\"column-3\">-<\/td><td class=\"column-4\">S15A1<\/td><td class=\"column-5\">HG-G3\/4 <\/td><td class=\"column-6\">DT8P1-06-*-11-UNB<\/td>\n<\/tr>\n<tr class=\"row-8\">\n\t<td class=\"column-2\">25<\/td><td class=\"column-3\">-<\/td><td class=\"column-4\">S20A1<\/td><td class=\"column-5\">HG-G1 <\/td><td class=\"column-6\">-<\/td>\n<\/tr>\n<tr class=\"row-9\">\n\t<td class=\"column-2\">32<\/td><td class=\"column-3\">-<\/td><td class=\"column-4\">S25A1<\/td><td class=\"column-5\">HG-G 1 1\/4 <\/td><td class=\"column-6\">DT8P1-10-*-11-UNB<\/td>\n<\/tr>\n<tr class=\"row-10\">\n\t<td class=\"column-1\"><\/td><td class=\"column-2\"><\/td><td class=\"column-3\"><\/td><td class=\"column-4\">S30A1<\/td><td class=\"column-5\">HG-G 1 1\/2 <\/td><td class=\"column-6\"><\/td>\n<\/tr>\n<tr class=\"row-11\">\n\t<td class=\"column-1\"><\/td><td class=\"column-2\"><\/td><td class=\"column-3\"><\/td><td class=\"column-4\"><\/td><td class=\"column-5\">HG-G 2<\/td><td class=\"column-6\"><\/td>\n<\/tr>\n<tr class=\"row-12\">\n\t<td class=\"column-1\"><\/td><td class=\"column-2\"><\/td><td class=\"column-3\"><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td><td class=\"column-6\"><\/td>\n<\/tr>\n<tr class=\"row-13\">\n\t<td class=\"column-1\"><\/td><td class=\"column-2\"><\/td><td class=\"column-3\"><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td><td class=\"column-6\"><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n\n","protected":false},"excerpt":{"rendered":"<p>A V\u00e1lvula de Reten\u00e7\u00e3o Tipo S \u00e9 uma v\u00e1lvula anti retorno usada para permitir o fluxo do fluido em uma dire\u00e7\u00e3o e o fechamento na dire\u00e7\u00e3o oposta.<\/p>\n","protected":false},"featured_media":8259,"template":"","meta":[],"product_brand":[],"product_cat":[125,50],"product_tag":[],"class_list":{"0":"post-4117","1":"product","2":"type-product","3":"status-publish","4":"has-post-thumbnail","6":"product_cat-retencao-em-linha-tipo-s","7":"product_cat-valvulas-em-linha","9":"first","10":"instock","11":"virtual","12":"product-type-simple"},"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.5 - 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