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    <title><![CDATA[Blog]]></title>
    <link>https://loja.bebmaterialhidraulico.com.br/blog/</link>
    <description><![CDATA[Blog]]></description>
    <pubDate>Sun, 19 Jul 2026 22:19:28 +0000</pubDate>
    <generator>Zend_Feed</generator>
    <docs>http://blogs.law.harvard.edu/tech/rss</docs>
    <item>
      <title><![CDATA[Bombas submersas para poços artesianos: fatores essenciais na hora da compra]]></title>
      <link>https://loja.bebmaterialhidraulico.com.br/blog/bombas-submersas-poco-artesiano/</link>
      <description><![CDATA[<p><span style="font-size: small;">O conjunto moto-bomba submerso constitui o elemento central do sistema de capta&ccedil;&atilde;o de um po&ccedil;o artesiano, respons&aacute;vel por elevar a &aacute;gua do aqu&iacute;fero at&eacute; a superf&iacute;cie. A escolha correta assegura maior efici&ecirc;ncia hidr&aacute;ulica, otimiza&ccedil;&atilde;o do consumo energ&eacute;tico e uma longa vida &uacute;til do sistema como um todo.</span></p>
<p><span style="font-size: small;">Outros fatores de escolha: tens&atilde;o el&eacute;trica dispon&iacute;vel, tipo de acionamento (partida direta ou soft starter), prote&ccedil;&atilde;o el&eacute;trica (disjuntores, rel&eacute;s t&eacute;rmicos, etc.)</span></p>
<p><span style="font-size: small;">Caracter&iacute;sticas b&aacute;sicas dos po&ccedil;os:</span></p>
<ul>
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<p><span style="font-size: small;">Po&ccedil;os com di&acirc;metro de 4&rdquo;: comuns em po&ccedil;os residenciais ou pequenos neg&oacute;cios.<br />Po&ccedil;os com di&acirc;metro de 6&rdquo;: recomendados para po&ccedil;os de uso coletivo ou propriedades rurais.</span></p>
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<p><span style="font-size: small;">Po&ccedil;os com di&acirc;metro de 8&rdquo; ou maior: utilizados em po&ccedil;os de grande profundidade e alta demanda, como condom&iacute;nios, ind&uacute;strias e fazendas.<br /></span></p>
</li>
</ul>
<p><strong><span style="font-size: small;">Fatores a considerar ao escolher uma bomba submersa UPPER:</span></strong></p>
<p><span style="font-size: small;">Para a sele&ccedil;&atilde;o adequada do modelo deve-se considerar os seguintes par&acirc;metros:</span></p>
<ul>
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<p><span style="font-size: small;">Di&acirc;metro do po&ccedil;o.</span></p>
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<p><span style="font-size: small;">N&iacute;vel din&acirc;mico. (ND)</span></p>
</li>
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<p><span style="font-size: small;">Vaz&atilde;o (Q)</span></p>
</li>
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<p><span style="font-size: small;">Altura de recalque (H)&nbsp;</span></p>
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<p><span style="font-size: small;">Caracter&iacute;sticas f&iacute;sico-qu&iacute;micas da &aacute;gua, como: temperatura, quantidade e granulometria de s&oacute;lidos, pH.&nbsp;</span></p>
</li>
</ul>
<p><span style="font-size: small;">Nota:</span></p>
<ul>
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<p><span style="font-size: small;">Profundidade do po&ccedil;o: deve-se observar os limites espec&iacute;ficos de profundidade para instala&ccedil;&atilde;o das bombas.</span></p>
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</ul>
<ul>
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<p><span style="font-size: small;">Vaz&atilde;o necess&aacute;ria e qualidade da &aacute;gua: A vaz&atilde;o (Q) da bomba deve ser compat&iacute;vel com a demanda de consumo e a produ&ccedil;&atilde;o do po&ccedil;o.</span></p>
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<p><span style="font-size: small;">&nbsp;A determina&ccedil;&atilde;o do pH &eacute; essencial em an&aacute;lises de &aacute;gua de po&ccedil;os artesianos, pois valores fora da faixa recomendada (6,0 a 8,5, segundo normas de potabilidade) podem causar corros&atilde;o em tubos e bombas, incrusta&ccedil;&otilde;es ou comprometer a qualidade da &aacute;gua para consumo.</span></p>
</li>
</ul>
<ul>
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<p><span style="font-size: small;">Efici&ecirc;ncia energ&eacute;tica: modelos mais modernos podem reduzir o consumo de energia el&eacute;trica.<br /><br /></span></p>
</li>
</ul>
<p dir="ltr"><strong><span style="font-size: small;">Erros comuns na escolha da bomba submersa para po&ccedil;o artesiano:</span></strong></p>
<ul>
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<p><span style="font-size: small;">Comprar apenas pelo menor pre&ccedil;o;</span></p>
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<p><span style="font-size: small;">N&atilde;o observar a profundidade do po&ccedil;o e de instala&ccedil;&atilde;o do conjunto moto-bomba;</span></p>
</li>
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<p><span style="font-size: small;">N&atilde;o verificar a compatibilidade dos di&acirc;metros da sa&iacute;da da bomba com o dos adaptadores e tubos.<br /><br /></span></p>
</li>
</ul>
<p dir="ltr"><strong><span style="font-size: small;">Benef&iacute;cios de uma escolha correta <strong><span>da bomba submersa para po&ccedil;o artesiano</span></strong>:</span></strong></p>
<ul>
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<p><span style="font-size: small;">Economia a longo prazo;</span></p>
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<p><span style="font-size: small;">Reduzido custo de manuten&ccedil;&atilde;o.<br /><br /></span></p>
</li>
</ul>
<p><span style="font-size: small;">Investir na bomba submersa adequada &eacute; garantir seguran&ccedil;a operacional, efici&ecirc;ncia energ&eacute;tica e maior vida &uacute;til ao po&ccedil;o. Nossos modelos s&atilde;o testados em condi&ccedil;&otilde;es rigorosas, oferecem alta confiabilidade e contam com suporte t&eacute;cnico especializado para instala&ccedil;&atilde;o e manuten&ccedil;&atilde;o.</span></p>]]></description>
      <pubDate>Mon, 16 Nov 2020 04:27:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Como escolher o tubo ideal para poço artesiano]]></title>
      <link>https://loja.bebmaterialhidraulico.com.br/blog/tubo-upvc-poco-artesiano/</link>
      <description><![CDATA[<p style="font-size: 16px; font-weight: 300;"><span id="docs-internal-guid-71b59c66-7fff-311b-bb93-6c26adee932e" style="font-size: medium;">A escolha correta do tubo faz toda a diferen&ccedil;a para a efici&ecirc;ncia do sistema como um todo.&nbsp; Algumas diferen&ccedil;as na aplica&ccedil;&atilde;o podem ser observadas entre os tubos de a&ccedil;o galvanizado e do tubo UPPER em uPVC. </span></p>
<h2 dir="ltr"><span style="font-size: medium;">Como escolher o di&acirc;metro ideal?</span></h2>
<ul>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Observar resist&ecirc;ncia mec&acirc;nica dos tubos em fun&ccedil;&atilde;o da aplica&ccedil;&atilde;o. Geralmente os po&ccedil;os mais profundos exigem tubos com di&acirc;metros maiores e consequentemente maior resist&ecirc;ncia mec&acirc;nica;</span></p>
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<p dir="ltr"><span style="font-size: medium;">Tubos com menor perda de energia (carga hidr&aacute;ulica) proporcionam menor consumo de energia. Neste quesito os tubos de uPVC oferecem maiores benef&iacute;cios quando comparados com o a&ccedil;o galvanizado;</span></p>
</li>
</ul>
<ul>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Compatibilidade com a bomba e os adaptadores: todos os componentes devem ter medidas compat&iacute;veis;</span></p>
</li>
</ul>
<ul>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Tubos e adaptadores &ndash; A sele&ccedil;&atilde;o adequada de tubos e adaptadores &eacute; fundamental para reduzir perdas de carga, otimizar a efici&ecirc;ncia energ&eacute;tica e preservar a vida &uacute;til do conjunto motobomba e da estrutura do po&ccedil;o;</span></p>
</li>
</ul>
<ul>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Tubos de a&ccedil;o galvanizado: oferecem elevada resist&ecirc;ncia mec&acirc;nica e s&atilde;o indicados para grandes profundidades.</span></p>
</li>
</ul>
<p><span style="font-size: medium;"><strong>Principais caracter&iacute;sticas para o tubo de uPVC:&nbsp;</strong></span></p>
<ul>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Livres de corros&atilde;o;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">F&aacute;cil instala&ccedil;&atilde;o - manualmente;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Baixa rugosidade interna nas paredes, reduz a perda de carga por fric&ccedil;&atilde;o&nbsp; aumentando a vaz&atilde;o em 10-20% com redu&ccedil;&atilde;o em 10-20% no consumo de energia;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">N&atilde;o t&oacute;xicos e resistentes a rea&ccedil;&otilde;es qu&iacute;micas;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Inquebr&aacute;vel e vida &uacute;til de 25 anos;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Luva de acoplamento incorporada.</span></p>
</li>
</ul>
<p><span style="font-size: medium;">Para a escolha correta entre os modelos: Primo++, Nano, Medium, Standard, Heavy e Super Heavy deve-se considerar a temperatura de bombeamento, a profundidade de instala&ccedil;&atilde;o, o di&acirc;metro de sa&iacute;da da bomba, press&atilde;o de shut-off da bomba (press&atilde;o m&aacute;xima da bomba com v&aacute;lvula de controle de fluxo totalmente fechada n&atilde;o deve ser maior que a press&atilde;o m&aacute;xima permitida para o tubo) e custo-benef&iacute;cio.</span></p>
<p><span style="font-size: medium;"><strong>Benef&iacute;cios de escolher corretamente o tubo em uPVC:</strong></span></p>
<ul>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Maior efici&ecirc;ncia energ&eacute;tica do sistema;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Economia em manuten&ccedil;&atilde;o e substitui&ccedil;&otilde;es;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Durabilidade dos componentes.</span><span><br /></span></p>
</li>
</ul>]]></description>
      <pubDate>Sun, 15 Nov 2020 14:29:00 +0000</pubDate>
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    <item>
      <title><![CDATA[Conjunto de adaptadores para poços artesianos: aço inox, ferro/aço ou uPVC – qual escolher?]]></title>
      <link>https://loja.bebmaterialhidraulico.com.br/blog/adaptadores-tubo-upvc/</link>
      <description><![CDATA[<h2 dir="ltr"><strong><span style="font-size: medium;"><span id="docs-internal-guid-cc86e2a1-7fff-8fc9-d9a2-b9e907858752"><span>Os adaptadores para po&ccedil;os artesianos s&atilde;o pe&ccedil;as essenciais para a montagem e funcionamento do sistema como um todo. Mas na hora da compra, muitos se perguntam: afinal, qual material &eacute; o mais indicado? Inox, ferro/a&ccedil;o ou uPVC?</span></span></span></strong></h2>
<h2 dir="ltr"><span style="font-size: medium;">Adaptadores de A&ccedil;o Inox</span></h2>
<ul>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Vantagens e aplica&ccedil;&otilde;es: robustez e resist&ecirc;ncia mec&acirc;nica, alta durabilidade devido sua elevada resist&ecirc;ncia &agrave; corros&atilde;o;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Aplica&ccedil;&otilde;es: &nbsp;&nbsp;bombeamento de &aacute;gua mineral, por n&atilde;o produzir contamina&ccedil;&atilde;o. &Aacute;gua salgada e ou com baixo ou elevado pH (&aacute;gua &aacute;cida ou b&aacute;sica);</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;"></span><span id="docs-internal-guid-549d5448-7fff-3edb-b274-dc81fac513a3"><span style="font-size: medium;">Custo: eventual maior custo de aquisi&ccedil;&atilde;o fica neutralizado devido ao menor custo de instala&ccedil;&atilde;o e maior vida &uacute;til.</span></span></p>
</li>
</ul>
<p style="font-size: 16px; font-weight: 300;"><span id="docs-internal-guid-549d5448-7fff-3edb-b274-dc81fac513a3"><span style="font-size: medium;"><img height="164" 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" width="602" /></span><span><br /></span></span></p>]]></description>
      <pubDate>Sun, 15 Nov 2020 14:28:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Manutenção preventiva em poços artesianos: como prolongar a vida útil de tubos, bombas e adaptadores]]></title>
      <link>https://loja.bebmaterialhidraulico.com.br/blog/tubo-upvc-poco-artesiano1/</link>
      <description><![CDATA[<p dir="ltr"><span style="font-size: medium;">A manuten&ccedil;&atilde;o preventiva &eacute; a chave para evitar falhas e prolongar a vida &uacute;til de todo o sistema do po&ccedil;o artesiano.</span></p>
<p dir="ltr"><span style="font-size: medium;"></span></p>
<h2 dir="ltr"><span>Checklist T&eacute;cnico &ndash; Manuten&ccedil;&atilde;o Preventiva em Po&ccedil;os Artesianos</span></h2>
<h2 dir="ltr"><span></span><span style="font-size: medium;">1 - Inspe&ccedil;&atilde;o Hidr&aacute;ulica</span></h2>
<p><span style="font-size: medium;"></span></p>
<ul>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Verificar veda&ccedil;&atilde;o de conex&otilde;es e adaptadores;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Observar sinais de vazamento ou entrada de ar;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Avaliar perdas de carga excessivas (press&atilde;o x vaz&atilde;o).</span></p>
</li>
</ul>
<p><span style="font-size: medium;"></span></p>
<h3 dir="ltr"><span style="font-size: medium;">2 - Inspe&ccedil;&atilde;o El&eacute;trica</span></h3>
<p><span style="font-size: medium;"></span></p>
<ul>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Checar cabos de energia quanto a desgaste e isola&ccedil;&atilde;o;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Conferir a amperagem do motor (comparar com dados de placa);</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Avaliar integridade do painel el&eacute;trico, disjuntores e rel&eacute;s.</span></p>
</li>
</ul>
<p><span style="font-size: medium;"></span></p>
<h3 dir="ltr"><span style="font-size: medium;">3 - Inspe&ccedil;&atilde;o Mec&acirc;nica</span></h3>
<p><span style="font-size: medium;"></span></p>
<ul>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Monitorar vibra&ccedil;&otilde;es e ru&iacute;dos anormais na bomba;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Verificar alinhamento da coluna de bombeamento;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Observar desgaste em luvas, buchas e mancais.</span></p>
</li>
</ul>
<p><span style="font-size: medium;"></span></p>
<h3 dir="ltr"><span style="font-size: medium;">4 - Qualidade da &Aacute;gua</span></h3>
<p><span style="font-size: medium;"></span></p>
<ul>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Analisar par&acirc;metros f&iacute;sico-qu&iacute;micos (pH, turbidez, s&oacute;lidos totais);</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Avaliar presen&ccedil;a de areia (granulometria);</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Registrar altera&ccedil;&otilde;es de cor, odor e sabor.<br /><br /></span></p>
</li>
</ul>
<p><span style="font-size: medium;"></span></p>
<h3 dir="ltr"><span style="font-size: medium;">5 - Frequ&ecirc;ncia Recomendada</span></h3>
<p><span style="font-size: medium;"></span></p>
<ul>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Residencial: a cada 12 meses;</span></p>
</li>
<li dir="ltr">
<p dir="ltr"><span style="font-size: medium;">Comercial/Industrial:</span><span><span style="font-size: medium;"> a cada 6 meses</span>.</span></p>
</li>
</ul>
<p><span></span></p>
<p><span style="font-size: medium;"><span id="docs-internal-guid-bfd77a1c-7fff-ab75-b241-4af91d467475">Cuidar do seu po&ccedil;o &eacute; garantir efici&ecirc;ncia por muitos anos. <strong>Conte com nossa linha de tubos, bombas e adaptadores, que oferecem resist&ecirc;ncia e qualidade para facilitar a manuten&ccedil;&atilde;o.</strong></span></span></p>
<p><span style="font-size: medium;"></span></p>]]></description>
      <pubDate>Sun, 15 Nov 2020 11:29:00 +0000</pubDate>
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