{"id":75,"date":"2025-02-13T13:17:00","date_gmt":"2025-02-13T13:17:00","guid":{"rendered":"https:\/\/brasilnoticiasweb.com.br\/menu\/?p=75"},"modified":"2025-02-15T18:57:39","modified_gmt":"2025-02-15T18:57:39","slug":"tipos-de-perfis-metalicos-conheca-os-modelos-e-suas-funcoes","status":"publish","type":"post","link":"https:\/\/brasilnoticiasweb.com.br\/menu\/tipos-de-perfis-metalicos-conheca-os-modelos-e-suas-funcoes\/","title":{"rendered":"Tipos de perfis met\u00e1licos: conhe\u00e7a os modelos e suas fun\u00e7\u00f5es"},"content":{"rendered":"<p>Os perfis met\u00e1licos s\u00e3o elementos estruturais essenciais na <a href=\"https:\/\/pt.wikipedia.org\/wiki\/Constru%C3%A7%C3%A3o\">constru\u00e7\u00e3o<\/a> civil e em diversas ind\u00fastrias. Eles oferecem resist\u00eancia, durabilidade e versatilidade, sendo utilizados em uma variedade de aplica\u00e7\u00f5es. Abaixo est\u00e3o alguns dos principais tipos de perfis met\u00e1licos, suas caracter\u00edsticas e fun\u00e7\u00f5es.<\/p>\n<h2>1. Perfil I (ou perfil em I)<\/h2>\n<p>Estes perfis possuem uma se\u00e7\u00e3o transversal em forma de &#8220;I&#8221;. S\u00e3o amplamente utilizados em vigas e colunas devido \u00e0 sua alta resist\u00eancia \u00e0 flex\u00e3o. O formato proporciona grande estabilidade e \u00e9 ideal para suportar cargas pesadas.<br \/>\n<a href=\"https:\/\/depec.com.br\/\"><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"307px\" alt=\"Quais s\u00e3o as caracter\u00edsticas de uma estrutura met\u00e1lica?\"\/><\/a><\/p>\n<h2>2. Perfil H<\/h2>\n<p>Semelhante ao perfil I, o perfil H apresenta <a href=\"https:\/\/depec.com.br\/\">estrutura met\u00e1lica em sp<\/a> uma se\u00e7\u00e3o transversal mais larga e robusta. \u00c9 muito utilizado em estruturas de grandes edifica\u00e7\u00f5es e pontes, oferecendo excelente distribui\u00e7\u00e3o de carga.<\/p>\n<h2>3. Perfil U (ou canal)<\/h2>\n<p>Os perfis em U t\u00eam uma se\u00e7\u00e3o transversal que lembra um &#8220;U&#8221;. Eles s\u00e3o frequentemente usados em estruturas de suporte e em constru\u00e7\u00f5es met\u00e1licas, al\u00e9m de serem \u00fateis como guias ou trilhos.<\/p>\n<h2>4. Perfil L (ou \u00e2ngulo)<\/h2>\n<p>Os perfis em L possuem uma se\u00e7\u00e3o transversal em forma de \u00e2ngulo reto. S\u00e3o vers\u00e1teis e podem ser utilizados em estruturas de suporte, refor\u00e7os e em diversas aplica\u00e7\u00f5es de fixa\u00e7\u00e3o. <\/p>\n<h2>5. Perfil T<\/h2>\n<p>Com uma se\u00e7\u00e3o transversal em forma de &#8220;T&#8221;, esses perfis s\u00e3o frequentemente utilizados em estruturas que requerem resist\u00eancia adicional em determinadas dire\u00e7\u00f5es, como em vigas e suportes.<\/p>\n<h2>6. Tubo redondo e quadrado<\/h2>\n<p>Os tubos met\u00e1licos podem ter se\u00e7\u00f5es redondas ou quadradas. Eles s\u00e3o muito utilizados em estruturas de m\u00f3veis, grades e cercas, al\u00e9m de servirem como suportes em constru\u00e7\u00f5es.<\/p>\n<h2>7. Perfil chato<\/h2>\n<p>Os perfis chatos possuem uma se\u00e7\u00e3o transversal retangular e s\u00e3o geralmente utilizados em refor\u00e7os e acabamentos. Eles s\u00e3o aplicados em diversos contextos, desde constru\u00e7\u00e3o at\u00e9 fabrica\u00e7\u00e3o de equipamentos.<\/p>\n<h2>Conclus\u00e3o<\/h2>\n<p>A escolha do tipo de perfil met\u00e1lico adequado depende da aplica\u00e7\u00e3o espec\u00edfica, das cargas envolvidas e das caracter\u00edsticas da constru\u00e7\u00e3o. Conhecer as op\u00e7\u00f5es dispon\u00edveis e suas fun\u00e7\u00f5es \u00e9 fundamental para garantir a seguran\u00e7a e a efici\u00eancia das estruturas.<br \/>\n&#8220;`html<\/p>\n<p><meta charset=\"UTF-8\"><br \/>\n<meta name=\"viewport\" content=\"width=device-width, initial-scale=1.0\"><br \/>\n<title>Caracter\u00edsticas de uma Estrutura Met\u00e1lica<\/title><\/p>\n<h2>Quais s\u00e3o as caracter\u00edsticas de uma estrutura met\u00e1lica?<\/h2>\n<p>As estruturas met\u00e1licas t\u00eam se tornado cada vez mais populares na constru\u00e7\u00e3o civil devido \u00e0s suas diversas vantagens e caracter\u00edsticas \u00fanicas. Neste artigo, abordaremos as principais caracter\u00edsticas que fazem das estruturas met\u00e1licas uma escolha preferencial para muitos projetos de engenharia e arquitetura.<\/p>\n<h2>1. Alta resist\u00eancia e durabilidade<\/h2>\n<p>Uma das principais caracter\u00edsticas de uma estrutura met\u00e1lica \u00e9 a sua alta resist\u00eancia. O a\u00e7o, material mais utilizado nas estruturas met\u00e1licas, possui uma rela\u00e7\u00e3o resist\u00eancia-peso muito favor\u00e1vel, tornando-se ideal para suportar grandes cargas. Al\u00e9m disso, as estruturas met\u00e1licas s\u00e3o altamente dur\u00e1veis, resistindo a intemp\u00e9ries e ao desgaste do tempo.<\/p>\n<h2>2. Leveza<\/h2>\n<p>A leveza das estruturas met\u00e1licas \u00e9 outro aspecto importante. Em compara\u00e7\u00e3o com outros materiais, como o concreto, o a\u00e7o oferece uma alternativa mais leve, o que facilita o transporte e a montagem das pe\u00e7as no local da obra. Essa caracter\u00edstica tamb\u00e9m permite a redu\u00e7\u00e3o dos custos com funda\u00e7\u00f5es, j\u00e1 que cargas menores exigem menos esfor\u00e7o estrutural.<\/p>\n<h2>3. Flexibilidade de projeto<\/h2>\n<p>As estruturas met\u00e1licas permitem uma grande flexibilidade de design arquitet\u00f4nico. Com a utiliza\u00e7\u00e3o de softwares de modelagem 3D, \u00e9 poss\u00edvel criar formas inovadoras e complexas, que seriam dif\u00edceis ou imposs\u00edveis de serem alcan\u00e7adas com outros materiais. Isso proporciona aos arquitetos e engenheiros uma liberdade criativa significativa.<\/p>\n<h2>4. Rapidez na execu\u00e7\u00e3o<\/h2>\n<p>Outro ponto a ser destacado \u00e9 a rapidez na execu\u00e7\u00e3o das obras. As pe\u00e7as met\u00e1licas podem ser pr\u00e9-fabricadas em f\u00e1bricas, o que elimina muitas etapas da constru\u00e7\u00e3o tradicional. Assim, a montagem no canteiro de obras acontece de forma \u00e1gil, reduzindo o tempo total da obra e, consequentemente, os custos associados.<\/p>\n<h2>5. Baixa manuten\u00e7\u00e3o<\/h2>\n<p>As estruturas met\u00e1licas tamb\u00e9m exigem baixa manuten\u00e7\u00e3o quando comparadas a outras op\u00e7\u00f5es. A aplica\u00e7\u00e3o de tratamentos adequados contra corros\u00e3o, como pintura ou galvaniza\u00e7\u00e3o, garante uma vida \u00fatil prolongada. Essa caracter\u00edstica \u00e9 especialmente relevante em ambientes agressivos, onde a exposi\u00e7\u00e3o \u00e0 umidade e subst\u00e2ncias corrosivas pode comprometer a integridade de uma estrutura.<\/p>\n<h2>6. Sustentabilidade<\/h2>\n<p>Por fim, vale ressaltar que as estruturas met\u00e1licas s\u00e3o uma op\u00e7\u00e3o sustent\u00e1vel. O a\u00e7o \u00e9 um material recicl\u00e1vel, e muitos projetos atuais buscam utilizar a\u00e7o proveniente de sucata, diminuindo assim o impacto ambiental. Al\u00e9m disso, a possibilidade de reuso de componentes met\u00e1licos em novas constru\u00e7\u00f5es contribui para uma constru\u00e7\u00e3o mais verde.<\/p>\n<p>Em resumo, as caracter\u00edsticas de uma estrutura met\u00e1lica incluem alta resist\u00eancia, leveza, flexibilidade de projeto, rapidez na execu\u00e7\u00e3o, baixa manuten\u00e7\u00e3o e sustentabilidade. Essas qualidades tornam as estruturas met\u00e1licas uma escolha inteligente em diversas aplica\u00e7\u00f5es na constru\u00e7\u00e3o civil.<\/p>\n<p>&#8220;`<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Os perfis met\u00e1licos s\u00e3o elementos estruturais essenciais na constru\u00e7\u00e3o civil e em diversas ind\u00fastrias. Eles oferecem resist\u00eancia, durabilidade e versatilidade, sendo utilizados em uma variedade de aplica\u00e7\u00f5es. Abaixo est\u00e3o alguns dos principais tipos de perfis met\u00e1licos, suas caracter\u00edsticas e fun\u00e7\u00f5es. 1. Perfil I (ou perfil em I) Estes perfis possuem uma se\u00e7\u00e3o transversal em forma [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[9,11,8,10,7,6],"class_list":["post-75","post","type-post","status-publish","format-standard","hentry","category-uncategorized","tag-conheca","tag-funcoes","tag-metalicos","tag-modelos","tag-perfis","tag-tipos"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.7 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Tipos de perfis met\u00e1licos: conhe\u00e7a os modelos e suas fun\u00e7\u00f5es<\/title>\n<meta name=\"description\" content=\"Os perfis met\u00e1licos s\u00e3o elementos estruturais essenciais na constru\u00e7\u00e3o civil e em diversas ind\u00fastrias. Eles oferecem resist\u00eancia, durabilidade e\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/brasilnoticiasweb.com.br\/menu\/tipos-de-perfis-metalicos-conheca-os-modelos-e-suas-funcoes\/\" \/>\n<meta property=\"og:locale\" content=\"pt_BR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Tipos de perfis met\u00e1licos: conhe\u00e7a os modelos e suas fun\u00e7\u00f5es\" \/>\n<meta property=\"og:description\" content=\"Os perfis met\u00e1licos s\u00e3o elementos estruturais essenciais na constru\u00e7\u00e3o civil e em diversas ind\u00fastrias. 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