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		<title>Como padronizar inspeções de segurança em obras e evitar riscos operacionais</title>
		<link>https://inmeta.com.br/controle-seguranca-multiplas-obras/</link>
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		<dc:creator><![CDATA[Mariana]]></dc:creator>
		<pubDate>Thu, 23 Apr 2026 03:00:00 +0000</pubDate>
				<category><![CDATA[Gestão da Segurança na Construção Civil]]></category>
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					<description><![CDATA[Gerenciar a seguran&#231;a em um &#250;nico canteiro de obras j&#225; exige aten&#231;&#227;o constante, processos bem definidos e acompanhamento rigoroso. Quando a construtora passa a operar com m&#250;ltiplas obras simultaneamente, esse desafio se torna exponencialmente maior. Cada novo canteiro adiciona vari&#225;veis, equipes diferentes, rotinas espec&#237;ficas e riscos que precisam ser monitorados de forma cont&#237;nua.Nesse cen&#225;rio, muitas [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Gerenciar a seguran&ccedil;a em um &uacute;nico canteiro de obras j&aacute; exige aten&ccedil;&atilde;o constante, processos bem definidos e acompanhamento rigoroso. Quando a construtora passa a operar com m&uacute;ltiplas obras simultaneamente, esse desafio se torna exponencialmente maior.</p>
<p>Cada novo canteiro adiciona vari&aacute;veis, equipes diferentes, rotinas espec&iacute;ficas e riscos que precisam ser monitorados de forma cont&iacute;nua.Nesse cen&aacute;rio, muitas empresas enfrentam uma dificuldade comum: manter o controle sem perder efici&ecirc;ncia.</p>
<p>A falta de visibilidade, a descentraliza&ccedil;&atilde;o das informa&ccedil;&otilde;es e a aus&ecirc;ncia de padroniza&ccedil;&atilde;o acabam criando um ambiente prop&iacute;cio para falhas operacionais e riscos trabalhistas. Controlar a seguran&ccedil;a deixa de ser apenas uma atividade de gest&atilde;o e passa a ser um dos principais pontos cr&iacute;ticos da opera&ccedil;&atilde;o.</p>
<h2><strong>O desafio das construtoras com m&uacute;ltiplos canteiros</strong></h2>
<p>&Agrave; medida que a construtora cresce e assume novos projetos, o modelo de gest&atilde;o precisa evoluir junto. O que antes era poss&iacute;vel controlar de forma manual ou com processos mais simples deixa de funcionar quando h&aacute; v&aacute;rias frentes de trabalho acontecendo ao mesmo tempo.Em muitos casos, cada obra passa a operar de maneira independente, com seus pr&oacute;prios controles, rotinas e formas de registro.</p>
<p>Isso dificulta a cria&ccedil;&atilde;o de um padr&atilde;o organizacional e impede que a gest&atilde;o tenha uma vis&atilde;o clara do que realmente est&aacute; acontecendo em campo.</p>
<p>Al&eacute;m disso, a comunica&ccedil;&atilde;o entre obras e escrit&oacute;rio nem sempre &eacute; eficiente. Informa&ccedil;&otilde;es importantes podem demorar para chegar, chegar incompletas ou, em alguns casos, nem serem registradas. Essa desconex&atilde;o impacta diretamente a capacidade de prevenir riscos e agir de forma r&aacute;pida diante de problemas.</p>
<h2><strong>Por que o controle de seguran&ccedil;a se perde?</strong></h2>
<p>Em construtoras com v&aacute;rias obras, alguns problemas s&atilde;o recorrentes:</p>
<h3><strong>Falta de visibilidade centralizada</strong></h3>
<p>Cada obra funciona quase como uma &ldquo;ilha&rdquo;, dificultando o acompanhamento geral.</p>
<h3><strong>Processos inconsistentes</strong></h3>
<p>O que &eacute; regra em uma obra pode n&atilde;o ser seguido em outra.</p>
<h3><strong>Depend&ecirc;ncia de controle manual</strong></h3>
<p>Registros em papel ou planilhas aumentam a chance de erro e dificultam auditorias.</p>
<h3><strong>Dificuldade em monitorar equipes</strong></h3>
<p>Saber quem est&aacute; na obra, se est&aacute; regularizado e utilizando os EPIs corretamente nem sempre &eacute; simples.</p>
<h2><strong>O que precisa existir para um controle eficiente</strong></h2>
<p>Para que a seguran&ccedil;a seja efetivamente controlada em m&uacute;ltiplos canteiros, &eacute; necess&aacute;rio estruturar a gest&atilde;o com base em alguns pilares fundamentais.</p>
<p>O primeiro deles &eacute; a padroniza&ccedil;&atilde;o dos processos. Todas as obras devem seguir os mesmos fluxos, regras e crit&eacute;rios, garantindo consist&ecirc;ncia na opera&ccedil;&atilde;o independentemente da localiza&ccedil;&atilde;o ou da equipe envolvida.</p>
<p>A rastreabilidade das informa&ccedil;&otilde;es tamb&eacute;m &eacute; indispens&aacute;vel. Cada a&ccedil;&atilde;o relacionada &agrave; seguran&ccedil;a, como entrega de EPIs, libera&ccedil;&otilde;es de acesso ou registros de ocorr&ecirc;ncias, precisa ser documentada e facilmente acess&iacute;vel para consulta.Outro ponto essencial &eacute; a centraliza&ccedil;&atilde;o da gest&atilde;o. A lideran&ccedil;a precisa ter uma vis&atilde;o consolidada de todas as obras, permitindo identificar padr&otilde;es, antecipar problemas e tomar decis&otilde;es com mais seguran&ccedil;a.</p>
<p>Al&eacute;m disso, &eacute; fundamental contar com dados atualizados em tempo real. A agilidade na tomada de decis&atilde;o depende diretamente da qualidade e da velocidade com que as informa&ccedil;&otilde;es chegam at&eacute; a gest&atilde;o.</p>
<h2><strong>Como a tecnologia resolve esse problema</strong></h2>
<p>A digitaliza&ccedil;&atilde;o da gest&atilde;o de seguran&ccedil;a permite que construtoras tenham controle total, mesmo com m&uacute;ltiplos canteiros. Com o uso de plataformas especializadas, &eacute; poss&iacute;vel:</p>
<ul>
<li>Acompanhar todas as obras em tempo real</li>
<li>Garantir o controle de acesso de colaboradores e terceiros</li>
<li>Registrar e controlar a entrega de EPIs</li>
<li>Padronizar processos em todas as unidades</li>
<li>Gerar relat&oacute;rios autom&aacute;ticos para auditorias</li>
<li>Reduzir falhas humanas</li>
</ul>
<p>Mais do que organiza&ccedil;&atilde;o, a tecnologia traz seguran&ccedil;a jur&iacute;dica, previsibilidade e efici&ecirc;ncia operacional.</p>
<p><a href="https://materiais.inmeta.com.br/checklist-12-itens-para-garantir-conformidade-com-a-nr-18"><img fetchpriority="high" decoding="async" 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" width="762" height="260"></a></p>
<h2><strong>O erro mais comum (e perigoso)</strong></h2>
<p>Muitas construtoras ainda acreditam que conseguem crescer mantendo os mesmos processos.</p>
<p>Mas a verdade &eacute; simples: o que funciona para uma obra n&atilde;o funciona para dez. Sem estrutura, o crescimento traz descontrole e, com ele, riscos cada vez maiores.</p>
<p>Controlar a seguran&ccedil;a em v&aacute;rias obras ao mesmo tempo exige mais do que esfor&ccedil;o operacional. &Eacute; necess&aacute;rio estruturar processos, garantir visibilidade e utilizar ferramentas que suportem o crescimento da construtora.</p>
<p>Com uma gest&atilde;o bem organizada e apoiada por tecnologia, &eacute; poss&iacute;vel transformar um cen&aacute;rio de complexidade em uma opera&ccedil;&atilde;o controlada, previs&iacute;vel e segura. A empresa ganha efici&ecirc;ncia, reduz riscos e cria uma base s&oacute;lida para continuar crescendo de forma sustent&aacute;vel.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>CBIC aponta aumento da demanda por obras, mas construtoras enfrentam gargalos operacionais</title>
		<link>https://inmeta.com.br/aumento-demanda-obras-gargalos-operacionais-construcao/</link>
					<comments>https://inmeta.com.br/aumento-demanda-obras-gargalos-operacionais-construcao/#respond</comments>
		
		<dc:creator><![CDATA[Mariana]]></dc:creator>
		<pubDate>Wed, 22 Apr 2026 03:00:00 +0000</pubDate>
				<category><![CDATA[Inmeta News]]></category>
		<guid isPermaLink="false">https://inmeta.com.br/aumento-demanda-obras-gargalos-operacionais-construcao/</guid>

					<description><![CDATA[O setor da constru&#231;&#227;o civil brasileira segue em trajet&#243;ria de crescimento, com aumento consistente na demanda por obras em diferentes segmentos. De acordo com dados recentes da C&#226;mara Brasileira da Ind&#250;stria da Constru&#231;&#227;o, o cen&#225;rio &#233; impulsionado por fatores como a retomada econ&#244;mica, amplia&#231;&#227;o do cr&#233;dito imobili&#225;rio e novos investimentos em infraestrutura. Apesar do avan&#231;o, [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>O setor da constru&ccedil;&atilde;o civil brasileira segue em trajet&oacute;ria de crescimento, com aumento consistente na demanda por obras em diferentes segmentos. De acordo com dados recentes da C&acirc;mara Brasileira da Ind&uacute;stria da Constru&ccedil;&atilde;o, o cen&aacute;rio &eacute; impulsionado por fatores como a retomada econ&ocirc;mica, amplia&ccedil;&atilde;o do cr&eacute;dito imobili&aacute;rio e novos investimentos em infraestrutura.</p>
<p>Apesar do avan&ccedil;o, o setor enfrenta um desafio relevante: a dificuldade em sustentar esse crescimento diante de gargalos operacionais que impactam diretamente a produtividade e a efici&ecirc;ncia das obras.</p>
<h2><strong>Demanda aquecida impulsiona o setor</strong></h2>
<p>O aumento da demanda por obras reflete um ambiente mais favor&aacute;vel para a constru&ccedil;&atilde;o civil. Projetos residenciais seguem em alta, especialmente em fun&ccedil;&atilde;o da busca por moradia e melhores condi&ccedil;&otilde;es de financiamento. Ao mesmo tempo, obras comerciais e investimentos p&uacute;blicos em infraestrutura tamb&eacute;m contribuem para aquecer o mercado.</p>
<p>Esse movimento indica uma retomada gradual da confian&ccedil;a no setor, al&eacute;m de refor&ccedil;ar o papel estrat&eacute;gico da constru&ccedil;&atilde;o civil na gera&ccedil;&atilde;o de empregos e no desenvolvimento econ&ocirc;mico do pa&iacute;s.</p>
<h2><strong>Principais gargalos operacionais nas construtoras</strong></h2>
<p>Mesmo com o cen&aacute;rio positivo, construtoras enfrentam desafios internos que dificultam a execu&ccedil;&atilde;o eficiente dos projetos. Entre os principais gargalos operacionais apontados pelo mercado, destacam-se:</p>
<h3><strong>1. Escassez de m&atilde;o de obra qualificada</strong></h3>
<p>A falta de profissionais capacitados impacta diretamente a produtividade no canteiro de obras, al&eacute;m de aumentar o risco de erros e retrabalho.</p>
<h3><strong>2. Falta de padroniza&ccedil;&atilde;o de processos</strong></h3>
<p>Muitas empresas ainda operam com processos pouco estruturados, o que gera inconsist&ecirc;ncias na execu&ccedil;&atilde;o e dificulta o controle das atividades.</p>
<h3><strong>3. Gest&atilde;o ineficiente de materiais</strong></h3>
<p>Problemas no controle de estoque, desperd&iacute;cios e falhas no planejamento de compras elevam os custos e causam atrasos nas obras.</p>
<h3><strong>4. Baixa visibilidade de dados e indicadores</strong></h3>
<p>Sem acesso a informa&ccedil;&otilde;es em tempo real, gestores t&ecirc;m dificuldade para tomar decis&otilde;es estrat&eacute;gicas e agir preventivamente.</p>
<h3><strong>5. Comunica&ccedil;&atilde;o descentralizada</strong></h3>
<p>A falta de integra&ccedil;&atilde;o entre equipes de campo e escrit&oacute;rio compromete o alinhamento das atividades e reduz a efici&ecirc;ncia operacional.</p>
<h2><strong>Impactos diretos nos resultados das obras</strong></h2>
<p>Os gargalos operacionais afetam diretamente os principais indicadores de desempenho das construtoras. Entre os impactos mais comuns est&atilde;o:</p>
<ul>
<li>Atrasos na entrega dos projetos</li>
<li>Aumento de custos n&atilde;o previstos</li>
<li>Redu&ccedil;&atilde;o da produtividade das equipes</li>
<li>Maior &iacute;ndice de retrabalhoInsatisfa&ccedil;&atilde;o do cliente final</li>
</ul>
<p>Em um cen&aacute;rio de alta demanda, esses problemas se tornam ainda mais cr&iacute;ticos, pois limitam a capacidade das empresas de atender novos projetos com qualidade e dentro dos prazos estabelecidos.</p>
<h2><strong>Tecnologia e digitaliza&ccedil;&atilde;o como caminho estrat&eacute;gico</strong></h2>
<p>Para superar esses desafios, a digitaliza&ccedil;&atilde;o da gest&atilde;o de obras tem se consolidado como uma solu&ccedil;&atilde;o essencial. A ado&ccedil;&atilde;o de tecnologias permite maior controle, previsibilidade e efici&ecirc;ncia ao longo de todo o ciclo da obra.</p>
<p>Entre os principais benef&iacute;cios da transforma&ccedil;&atilde;o digital no setor, destacam-se:</p>
<ul>
<li>Monitoramento em tempo real das atividades</li>
<li>Centraliza&ccedil;&atilde;o e organiza&ccedil;&atilde;o das informa&ccedil;&otilde;es</li>
<li>Acompanhamento preciso de indicadores de desempenho</li>
<li>Melhoria na comunica&ccedil;&atilde;o entre equipes</li>
<li>Redu&ccedil;&atilde;o de falhas operacionais e desperd&iacute;cios</li>
</ul>
<p>Al&eacute;m disso, o uso de dados possibilita uma gest&atilde;o mais estrat&eacute;gica, permitindo antecipar problemas e otimizar recursos.</p>
<h2><strong>Oportunidade de crescimento com efici&ecirc;ncia</strong></h2>
<p>O atual cen&aacute;rio apresenta uma combina&ccedil;&atilde;o de oportunidades e desafios. De um lado, a alta demanda por obras abre espa&ccedil;o para expans&atilde;o e crescimento das construtoras. De outro, exige maior maturidade na gest&atilde;o e efici&ecirc;ncia operacional para sustentar esse avan&ccedil;o.</p>
<p>Empresas que conseguirem estruturar melhor seus processos, investir em tecnologia e adotar uma cultura orientada a dados tendem a se destacar no mercado e garantir maior competitividade.</p>
<p>&nbsp;</p>
<h2><strong>Perspectivas para os pr&oacute;ximos meses</strong></h2>
<p>A tend&ecirc;ncia &eacute; que a demanda por obras continue em crescimento nos pr&oacute;ximos meses, acompanhando a evolu&ccedil;&atilde;o econ&ocirc;mica e novos investimentos no setor. No entanto, especialistas apontam que o sucesso das construtoras depender&aacute; cada vez mais da capacidade de adapta&ccedil;&atilde;o &agrave;s novas exig&ecirc;ncias do mercado.</p>
<p>Nesse contexto, superar gargalos operacionais deixa de ser apenas uma necessidade e passa a ser um diferencial estrat&eacute;gico para empresas que desejam crescer de forma sustent&aacute;vel.</p>
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		<title>Segurança na construção civil: como estruturar um controle eficiente no canteiro de obras</title>
		<link>https://inmeta.com.br/seguranca-na-construcao-civil-controle-no-canteiro-de-obras/</link>
					<comments>https://inmeta.com.br/seguranca-na-construcao-civil-controle-no-canteiro-de-obras/#respond</comments>
		
		<dc:creator><![CDATA[Mariana]]></dc:creator>
		<pubDate>Fri, 17 Apr 2026 03:00:00 +0000</pubDate>
				<category><![CDATA[Gestão da Segurança na Construção Civil]]></category>
		<guid isPermaLink="false">https://inmeta.com.br/seguranca-na-construcao-civil-controle-no-canteiro-de-obras/</guid>

					<description><![CDATA[A seguran&#231;a na constru&#231;&#227;o civil &#233; um dos pilares mais cr&#237;ticos para o sucesso de qualquer obra. Mais do que atender normas regulamentadoras, garantir um ambiente seguro impacta diretamente na produtividade, na redu&#231;&#227;o de custos e na reputa&#231;&#227;o da construtora. Apesar disso, muitas empresas ainda tratam a seguran&#231;a de forma reativa atuando apenas ap&#243;s incidentes [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>A seguran&ccedil;a na constru&ccedil;&atilde;o civil &eacute; um dos pilares mais cr&iacute;ticos para o sucesso de qualquer obra. Mais do que atender normas regulamentadoras, garantir um ambiente seguro impacta diretamente na produtividade, na redu&ccedil;&atilde;o de custos e na reputa&ccedil;&atilde;o da construtora.</p>
<p>Apesar disso, muitas empresas ainda tratam a seguran&ccedil;a de forma reativa atuando apenas ap&oacute;s incidentes ou auditorias. O resultado? Falhas recorrentes, retrabalho e riscos que poderiam ser evitados com uma gest&atilde;o mais estruturada.</p>
<p>Neste artigo, voc&ecirc; vai entender como estruturar um controle eficiente de seguran&ccedil;a no canteiro de obras e quais s&atilde;o os pilares fundamentais para uma opera&ccedil;&atilde;o mais segura e inteligente.</p>
<h2><strong>Por que a seguran&ccedil;a na constru&ccedil;&atilde;o civil ainda &eacute; um desafio?</strong></h2>
<p>A rotina no canteiro de obras &eacute; din&acirc;mica, com m&uacute;ltiplas equipes, atividades simult&acirc;neas e mudan&ccedil;as constantes no ambiente. Esse cen&aacute;rio aumenta a complexidade do controle de seguran&ccedil;a.</p>
<p>Al&eacute;m disso, alguns problemas ainda s&atilde;o comuns:</p>
<ul>
<li>Falta de padroniza&ccedil;&atilde;o nos processos</li>
<li>Controle manual de informa&ccedil;&otilde;es (planilhas, papel)</li>
<li>Baixa rastreabilidade de dados</li>
<li>Dificuldade em monitorar uso de EPIs</li>
<li>Depend&ecirc;ncia excessiva de pessoas para controle</li>
</ul>
<p>Sem visibilidade e controle em tempo real, a gest&atilde;o de seguran&ccedil;a se torna vulner&aacute;vel.</p>
<h2><strong>Os pilares de um controle eficiente de seguran&ccedil;a</strong></h2>
<p>Para transformar a gest&atilde;o de seguran&ccedil;a em algo realmente eficaz, &eacute; fundamental estrutur&aacute;-la com base em pilares s&oacute;lidos e bem definidos. O primeiro deles &eacute; o controle de acesso ao canteiro. Saber exatamente quem est&aacute; presente na obra, em tempo real, &eacute; essencial para reduzir riscos e garantir conformidade. Isso envolve manter o cadastro atualizado de colaboradores e terceiros, validar documenta&ccedil;&otilde;es obrigat&oacute;rias e restringir acessos conforme &aacute;rea ou fun&ccedil;&atilde;o, garantindo que apenas pessoas autorizadas circulem no local.&nbsp;</p>
<p>Outro ponto cr&iacute;tico &eacute; a gest&atilde;o de EPIs. Apesar de serem obrigat&oacute;rios, o controle sobre os Equipamentos de Prote&ccedil;&atilde;o Individual ainda &eacute; falho em muitas obras. Um processo eficiente passa pelo registro de entrega por colaborador, controle de validade e substitui&ccedil;&atilde;o, al&eacute;m de checklists frequentes de uso e auditorias. Sem esse acompanhamento, o risco de acidentes aumenta consideravelmente.&nbsp;</p>
<p>A capacita&ccedil;&atilde;o das equipes tamb&eacute;m &eacute; indispens&aacute;vel. N&atilde;o basta disponibilizar os equipamentos &eacute; preciso garantir que todos saibam utiliz&aacute;-los corretamente. Isso exige o controle dos treinamentos realizados, o acompanhamento do vencimento de certifica&ccedil;&otilde;es e at&eacute; o bloqueio de acesso para profissionais n&atilde;o treinados. Ter um hist&oacute;rico completo por colaborador facilita essa gest&atilde;o e aumenta o n&iacute;vel de seguran&ccedil;a.&nbsp;</p>
<h2><strong>O papel da tecnologia na gest&atilde;o de seguran&ccedil;a&nbsp;</strong></h2>
<p>Gerenciar todos esses pilares de forma manual &eacute; invi&aacute;vel e altamente arriscado. A tecnologia surge como o principal aliado para dar escala, controle e confiabilidade a esse processo. &nbsp;Com a digitaliza&ccedil;&atilde;o, &eacute; poss&iacute;vel centralizar informa&ccedil;&otilde;es, automatizar rotinas, garantir rastreabilidade e acompanhar tudo em tempo real. Isso reduz falhas operacionais e aumenta significativamente o n&iacute;vel de controle sobre a obra.&nbsp;</p>
<p>Empresas mais maduras j&aacute; enxergam a seguran&ccedil;a como um sistema integrado, e n&atilde;o como um conjunto de tarefas isoladas. &Eacute; essa mudan&ccedil;a de abordagem que permite evoluir o n&iacute;vel de gest&atilde;o, reduzir riscos e alcan&ccedil;ar melhores resultados de forma consistente.&nbsp;&nbsp;&nbsp;</p>
<h2><strong>Como a InMeta ajuda a estruturar a seguran&ccedil;a no canteiro</strong></h2>
<p>O m&oacute;dulo de seguran&ccedil;a da InMeta foi desenvolvido justamente para resolver os principais desafios da gest&atilde;o no canteiro.</p>
<p>Com ele, &eacute; poss&iacute;vel:</p>
<ul>
<li>Controlar o acesso de colaboradores e terceiros em tempo real</li>
<li>Gerenciar EPIs com hist&oacute;rico completo por colaborador</li>
<li>Acompanhar treinamentos e certifica&ccedil;&otilde;es</li>
<li>Realizar inspe&ccedil;&otilde;es com checklists digitais</li>
<li>Registrar e tratar incidentes de forma estruturada</li>
<li>Monitorar indicadores de seguran&ccedil;a com facilidade</li>
</ul>
<p>Tudo isso em uma &uacute;nica plataforma, integrada &agrave; gest&atilde;o da obra.</p>
<h2><strong>Conclus&atilde;o</strong></h2>
<p>A seguran&ccedil;a na constru&ccedil;&atilde;o civil n&atilde;o pode depender de controles manuais e processos descentralizados.</p>
<p>Estruturar um controle eficiente significa:</p>
<ul>
<li>Ter visibilidade total da opera&ccedil;&atilde;o</li>
<li>Padronizar processos</li>
<li>Agir de forma preventiva</li>
<li>Utilizar dados para melhorar continuamente</li>
</ul>
<p>A tecnologia &eacute; o caminho para tornar isso poss&iacute;vel e necess&aacute;rio.</p>
<p>Se a sua obra ainda depende de planilhas e controles informais, este &eacute; o momento de evoluir.</p>
]]></content:encoded>
					
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		<title>Construção civil segue entre os setores mais pressionados por custos em 2026</title>
		<link>https://inmeta.com.br/custos-construcao-civil-2026/</link>
					<comments>https://inmeta.com.br/custos-construcao-civil-2026/#respond</comments>
		
		<dc:creator><![CDATA[Mariana]]></dc:creator>
		<pubDate>Thu, 09 Apr 2026 03:00:00 +0000</pubDate>
				<category><![CDATA[Inmeta News]]></category>
		<guid isPermaLink="false">https://inmeta.com.br/custos-construcao-civil-2026/</guid>

					<description><![CDATA[A constru&#231;&#227;o civil inicia 2026 mantendo um cen&#225;rio desafiador: mesmo com sinais pontuais de recupera&#231;&#227;o econ&#244;mica, o setor continua entre os mais pressionados por custos no Brasil. A combina&#231;&#227;o de infla&#231;&#227;o persistente em insumos, juros elevados e gargalos operacionais tem exigido das construtoras uma gest&#227;o cada vez mais estrat&#233;gica, baseada em dados e efici&#234;ncia. Alta [&#8230;]]]></description>
										<content:encoded><![CDATA[<p dir="ltr">A constru&ccedil;&atilde;o civil inicia 2026 mantendo um cen&aacute;rio desafiador: mesmo com sinais pontuais de recupera&ccedil;&atilde;o econ&ocirc;mica, o setor continua entre os mais pressionados por custos no Brasil. A combina&ccedil;&atilde;o de infla&ccedil;&atilde;o persistente em insumos, juros elevados e gargalos operacionais tem exigido das construtoras uma gest&atilde;o cada vez mais estrat&eacute;gica, baseada em dados e efici&ecirc;ncia.</p>
<h2 dir="ltr"><strong>Alta de custos: um problema que n&atilde;o desacelerou</strong></h2>
<p dir="ltr">Nos &uacute;ltimos anos, a constru&ccedil;&atilde;o civil enfrentou sucessivas altas nos pre&ccedil;os de materiais como cimento, a&ccedil;o e derivados do petr&oacute;leo. Em 2026, embora o ritmo de aumento tenha reduzido em compara&ccedil;&atilde;o com per&iacute;odos cr&iacute;ticos anteriores, os custos seguem em patamares elevados.</p>
<p dir="ltr">Al&eacute;m dos insumos, outros fatores contribuem para essa press&atilde;o:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Aumento no custo da m&atilde;o de obra especializada</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Encargos trabalhistas e desafios de produtividade</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Log&iacute;stica mais cara, impactada por combust&iacute;veis</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Oscila&ccedil;&otilde;es cambiais que afetam materiais importados</p>
</li>
</ul>
<p dir="ltr">Esse cen&aacute;rio faz com que o planejamento financeiro das obras precise ser muito mais preciso qualquer desvio pode comprometer a margem do projeto.</p>
<h2 dir="ltr"><strong>Juros altos impactam investimentos e novos projetos</strong></h2>
<p dir="ltr">Outro fator determinante &eacute; o ambiente de cr&eacute;dito. As taxas de juros ainda elevadas impactam diretamente:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">O financiamento imobili&aacute;rio</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">O acesso ao cr&eacute;dito para construtoras</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">A viabilidade de novos empreendimentos</p>
</li>
</ul>
<p dir="ltr">Com isso, muitas empresas adotam uma postura mais conservadora, priorizando projetos com maior previsibilidade e reduzindo riscos financeiros.</p>
<h2 dir="ltr"><strong>Margens mais apertadas exigem efici&ecirc;ncia operacional</strong></h2>
<p dir="ltr">Com custos altos e maior dificuldade de repasse ao cliente final, as margens da constru&ccedil;&atilde;o civil seguem pressionadas. Isso tem levado as empresas a um ponto cr&iacute;tico: ou aumentam a efici&ecirc;ncia operacional ou comprometem sua rentabilidade.</p>
<p dir="ltr">Entre os principais desafios est&atilde;o:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Falta de padroniza&ccedil;&atilde;o nos processos</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Retrabalho e desperd&iacute;cio de materiais</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Baixa visibilidade sobre indicadores da obra</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Dificuldade de controle em tempo real</p>
</li>
</ul>
<p dir="ltr">Empresas que ainda operam com controles manuais ou descentralizados tendem a sofrer mais nesse cen&aacute;rio.</p>
<h2 dir="ltr"><strong>Digitaliza&ccedil;&atilde;o deixa de ser tend&ecirc;ncia e vira necessidade</strong></h2>
<p dir="ltr">Diante desse contexto, a transforma&ccedil;&atilde;o digital ganha ainda mais relev&acirc;ncia. Em 2026, n&atilde;o se trata mais de inova&ccedil;&atilde;o mas de sobreviv&ecirc;ncia competitiva.</p>
<p dir="ltr">A digitaliza&ccedil;&atilde;o permite:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Controle em tempo real de custos e produtividade</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Redu&ccedil;&atilde;o de desperd&iacute;cios e retrabalho</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Padroniza&ccedil;&atilde;o de processos entre obras</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Tomada de decis&atilde;o baseada em dados</p>
</li>
</ul>
<p dir="ltr">Solu&ccedil;&otilde;es tecnol&oacute;gicas v&ecirc;m sendo adotadas para integrar informa&ccedil;&otilde;es do canteiro com a gest&atilde;o estrat&eacute;gica, trazendo mais previsibilidade e controle.</p>
<h2 dir="ltr"><strong>Gest&atilde;o de dados como diferencial competitivo</strong></h2>
<p dir="ltr">Construtoras que conseguem transformar dados em decis&otilde;es saem na frente. O uso de indicadores de desempenho (KPIs) se torna essencial para monitorar:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Custos por etapa da obra</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Produtividade das equipes</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Desvios de cronograma</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Qualidade das entregas</p>
</li>
</ul>
<p dir="ltr">Com essas informa&ccedil;&otilde;es centralizadas, &eacute; poss&iacute;vel agir rapidamente diante de problemas e evitar impactos maiores no or&ccedil;amento.</p>
<h2 dir="ltr"><strong>O papel da gest&atilde;o integrada na redu&ccedil;&atilde;o de custos</strong></h2>
<p dir="ltr">A falta de integra&ccedil;&atilde;o entre setores ainda &eacute; um dos principais gargalos da constru&ccedil;&atilde;o civil. Informa&ccedil;&otilde;es desconectadas entre engenharia, financeiro e opera&ccedil;&atilde;o dificultam o controle e aumentam os riscos.</p>
<p dir="ltr">Uma gest&atilde;o integrada permite:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Vis&atilde;o completa do projeto do in&iacute;cio ao fim</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Melhor comunica&ccedil;&atilde;o entre equipes</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Redu&ccedil;&atilde;o de falhas operacionais</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Mais previsibilidade financeira</p>
</li>
</ul>
<p dir="ltr">Essa integra&ccedil;&atilde;o &eacute; um dos principais caminhos para enfrentar a press&atilde;o por custos em 2026.</p>
<h2 dir="ltr"><strong>Tend&ecirc;ncias para o setor nos pr&oacute;ximos meses</strong></h2>
<p dir="ltr">Apesar dos desafios, o cen&aacute;rio tamb&eacute;m aponta oportunidades. Entre as principais tend&ecirc;ncias para a constru&ccedil;&atilde;o civil est&atilde;o:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Ado&ccedil;&atilde;o crescente de tecnologias de gest&atilde;o</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Maior foco em efici&ecirc;ncia e produtividade</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Uso de dados para tomada de decis&atilde;o</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Profissionaliza&ccedil;&atilde;o da gest&atilde;o de obras</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Busca por modelos construtivos mais econ&ocirc;micos</p>
</li>
</ul>
<p dir="ltr">Empresas que conseguirem se adaptar rapidamente ter&atilde;o vantagem competitiva em um mercado cada vez mais exigente.</p>
<h2 dir="ltr"><strong>Conclus&atilde;o</strong></h2>
<p dir="ltr">Em 2026, a constru&ccedil;&atilde;o civil continua operando sob forte press&atilde;o de custos, exigindo das empresas uma mudan&ccedil;a de mentalidade. Mais do que nunca, efici&ecirc;ncia, controle e uso inteligente de dados s&atilde;o fundamentais para manter a competitividade.</p>
<p dir="ltr">Nesse cen&aacute;rio, investir em gest&atilde;o estruturada e digitaliza&ccedil;&atilde;o deixa de ser um diferencial e passa a ser um fator decisivo para a sustentabilidade dos neg&oacute;cios no setor.</p>
<p>&nbsp;</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Como reduzir riscos jurídicos em obras com rastreabilidade de processos</title>
		<link>https://inmeta.com.br/rastreabilidade-processos-reducao-riscos-juridicos-obra/</link>
					<comments>https://inmeta.com.br/rastreabilidade-processos-reducao-riscos-juridicos-obra/#respond</comments>
		
		<dc:creator><![CDATA[Mariana]]></dc:creator>
		<pubDate>Tue, 07 Apr 2026 03:00:00 +0000</pubDate>
				<category><![CDATA[Gestão da Segurança na Construção Civil]]></category>
		<guid isPermaLink="false">https://inmeta.com.br/rastreabilidade-processos-reducao-riscos-juridicos-obra/</guid>

					<description><![CDATA[Na constru&#231;&#227;o civil, existe uma realidade que muitas empresas s&#243; percebem quando j&#225; est&#227;o enfrentando um problema: n&#227;o basta fazer bem feito &#233; preciso conseguir provar. Em um cen&#225;rio onde diferentes equipes atuam simultaneamente, decis&#245;es s&#227;o tomadas diariamente e mudan&#231;as acontecem com frequ&#234;ncia, a falta de registro estruturado transforma qualquer situa&#231;&#227;o em risco potencial. Quando [&#8230;]]]></description>
										<content:encoded><![CDATA[<p dir="ltr">Na constru&ccedil;&atilde;o civil, existe uma realidade que muitas empresas s&oacute; percebem quando j&aacute; est&atilde;o enfrentando um problema: n&atilde;o basta fazer bem feito &eacute; preciso conseguir provar. Em um cen&aacute;rio onde diferentes equipes atuam simultaneamente, decis&otilde;es s&atilde;o tomadas diariamente e mudan&ccedil;as acontecem com frequ&ecirc;ncia, a falta de registro estruturado transforma qualquer situa&ccedil;&atilde;o em risco potencial.</p>
<p dir="ltr">Quando n&atilde;o h&aacute; evid&ecirc;ncia clara, uma execu&ccedil;&atilde;o correta pode ser questionada, um procedimento bem feito pode ser contestado e at&eacute; uma decis&atilde;o t&eacute;cnica coerente pode ser colocada em d&uacute;vida. O problema, muitas vezes, n&atilde;o est&aacute; na opera&ccedil;&atilde;o em si, mas na aus&ecirc;ncia de um hist&oacute;rico confi&aacute;vel que sustente essa opera&ccedil;&atilde;o.</p>
<p dir="ltr">No jur&iacute;dico, n&atilde;o existe espa&ccedil;o para interpreta&ccedil;&atilde;o baseada em mem&oacute;ria.<br />Existe apenas o que pode ser comprovado.</p>
<h2 dir="ltr"><strong>Por que o risco jur&iacute;dico nas obras &eacute; t&atilde;o alto?</strong></h2>
<p dir="ltr">Obras s&atilde;o ambientes complexos por natureza. Diferente de outros setores, onde processos s&atilde;o repetitivos e controlados, na constru&ccedil;&atilde;o civil cada projeto tem suas particularidades, suas adapta&ccedil;&otilde;es e seus imprevistos. Isso faz com que decis&otilde;es sejam tomadas constantemente no campo, muitas vezes sem formaliza&ccedil;&atilde;o adequada.</p>
<p dir="ltr">Al&eacute;m disso, a informa&ccedil;&atilde;o se dispersa com facilidade. Parte dela fica em conversas informais, parte em planilhas isoladas, parte em aplicativos de mensagem. O resultado &eacute; uma opera&ccedil;&atilde;o que acontece, mas que n&atilde;o deixa um rastro organizado.</p>
<p dir="ltr">Esse cen&aacute;rio gera tr&ecirc;s problemas principais:</p>
<ul>
<li dir="ltr" role="presentation">Falta de hist&oacute;rico confi&aacute;vel: a empresa n&atilde;o consegue reconstruir o que aconteceu com precis&atilde;o quando necess&aacute;rio.</li>
<li dir="ltr" role="presentation">Dificuldade de defesa: sem evid&ecirc;ncia estruturada, qualquer questionamento ganha for&ccedil;a.</li>
<li dir="ltr" role="presentation">Exposi&ccedil;&atilde;o a riscos recorrentes: problemas se repetem porque n&atilde;o h&aacute; registro e aprendizado.</li>
</ul>
<h2 dir="ltr"><strong>O que &eacute; rastreabilidade de processos na pr&aacute;tica</strong></h2>
<p dir="ltr">Rastreabilidade n&atilde;o &eacute; simplesmente registrar informa&ccedil;&otilde;es. &Eacute; garantir que cada etapa relevante da obra esteja documentada de forma estruturada, conectada e confi&aacute;vel.</p>
<p dir="ltr">Na pr&aacute;tica, isso significa que cada atividade deixa um rastro claro, contendo contexto suficiente para que qualquer pessoa consiga entender o que aconteceu, mesmo meses depois. Esse rastro n&atilde;o se limita ao &ldquo;o que foi feito&rdquo;, mas inclui tamb&eacute;m quem executou, quando executou, em quais condi&ccedil;&otilde;es e com quais evid&ecirc;ncias.</p>
<p dir="ltr">Uma rastreabilidade bem constru&iacute;da envolve elementos essenciais como:</p>
<ul>
<li dir="ltr" role="presentation">Registro padronizado das atividades, garantindo consist&ecirc;ncia entre obras e equipes</li>
<li dir="ltr" role="presentation">Identifica&ccedil;&atilde;o de respons&aacute;veis, evitando d&uacute;vidas sobre quem executou ou validou</li>
<li dir="ltr" role="presentation">Data e hor&aacute;rio das a&ccedil;&otilde;es, criando uma linha do tempo confi&aacute;vel</li>
<li dir="ltr" role="presentation">Evid&ecirc;ncias associadas, como fotos, documentos ou checklists</li>
<li dir="ltr" role="presentation">Hist&oacute;rico de altera&ccedil;&otilde;es, permitindo entender o que mudou ao longo do processo</li>
</ul>
<p dir="ltr">Quando esses elementos est&atilde;o organizados, a obra deixa de ser apenas execu&ccedil;&atilde;o e passa a ser um processo audit&aacute;vel.</p>
<h2 dir="ltr"><strong>Como a rastreabilidade reduz riscos jur&iacute;dicos</strong></h2>
<p dir="ltr">A principal mudan&ccedil;a que a rastreabilidade traz &eacute; na forma como a empresa responde a um problema. Sem estrutura, a defesa depende de relatos, percep&ccedil;&otilde;es e informa&ccedil;&otilde;es fragmentadas. Com estrutura, a empresa passa a operar com base em fatos documentados.</p>
<p dir="ltr">Isso fica claro em situa&ccedil;&otilde;es comuns do dia a dia da constru&ccedil;&atilde;o.</p>
<p dir="ltr">Em casos de qualidade, por exemplo, a aus&ecirc;ncia de registros pode fazer com que a construtora n&atilde;o consiga comprovar que seguiu o padr&atilde;o de execu&ccedil;&atilde;o. J&aacute; quando existe rastreabilidade, &eacute; poss&iacute;vel apresentar inspe&ccedil;&otilde;es realizadas, evid&ecirc;ncias da execu&ccedil;&atilde;o e hist&oacute;rico completo daquela etapa.</p>
<p dir="ltr">O mesmo acontece em seguran&ccedil;a. Em um acidente, a diferen&ccedil;a entre ter ou n&atilde;o registros pode determinar o n&iacute;vel de exposi&ccedil;&atilde;o da empresa. Quando h&aacute; controle documentado, &eacute; poss&iacute;vel comprovar treinamentos realizados, entrega de EPIs e rotinas de inspe&ccedil;&atilde;o o que reduz significativamente riscos legais.</p>
<p dir="ltr">De forma geral, a rastreabilidade atua diretamente em pontos cr&iacute;ticos como:</p>
<ul>
<li dir="ltr" role="presentation">Questionamentos de qualidade, onde &eacute; necess&aacute;rio provar conformidade com padr&otilde;es</li>
<li dir="ltr" role="presentation">N&atilde;o conformidades, que precisam de hist&oacute;rico de identifica&ccedil;&atilde;o e tratamento</li>
<li dir="ltr" role="presentation">Acidentes e seguran&ccedil;a do trabalho, que exigem comprova&ccedil;&atilde;o de preven&ccedil;&atilde;o</li>
<li dir="ltr" role="presentation">Diverg&ecirc;ncias contratuais, onde decis&otilde;es e mudan&ccedil;as precisam estar registradas</li>
<li dir="ltr" role="presentation">P&oacute;s-obra e atendimento ao cliente, que dependem de hist&oacute;rico completo da unidade</li>
</ul>
<p dir="ltr">O impacto &eacute; direto: a empresa deixa de argumentar e passa a comprovar.</p>
<h2 dir="ltr"><strong>O papel dos registros operacionais como base de prote&ccedil;&atilde;o</strong></h2>
<p dir="ltr">Os registros operacionais s&atilde;o o que sustentam toda a rastreabilidade. Eles fazem parte da rotina da obra, mas muitas vezes n&atilde;o s&atilde;o tratados com a import&acirc;ncia estrat&eacute;gica que deveriam ter.</p>
<p dir="ltr">Quando bem estruturados, esses registros deixam de ser apenas um controle operacional e passam a ser uma camada de prote&ccedil;&atilde;o para a empresa. Eles mostram n&atilde;o s&oacute; o que foi feito, mas como foi feito, em que contexto e com quais evid&ecirc;ncias.</p>
<p dir="ltr">Entre os principais registros que comp&otilde;em essa base, destacam-se:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Di&aacute;rio de obra, que registra acontecimentos, decis&otilde;es e condi&ccedil;&otilde;es do dia</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Fichas de Verifica&ccedil;&atilde;o de Servi&ccedil;o (FVS), que garantem padr&atilde;o na execu&ccedil;&atilde;o</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Inspe&ccedil;&otilde;es, que validam a conformidade das etapas</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Registros de n&atilde;o conformidade, que mostram controle sobre falhas</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Registros de seguran&ccedil;a, incluindo treinamentos e EPIs</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Evid&ecirc;ncias fotogr&aacute;ficas, que comprovam execu&ccedil;&atilde;o e condi&ccedil;&otilde;es</p>
</li>
</ul>
<p dir="ltr">Sem esses registros organizados, n&atilde;o existe rastreabilidade real.<br />E sem rastreabilidade, n&atilde;o existe prote&ccedil;&atilde;o.</p>
<h2 dir="ltr"><strong>Onde a maioria das construtoras falha</strong></h2>
<p dir="ltr">A maioria das construtoras j&aacute; entende a import&acirc;ncia de registrar. O problema est&aacute; na forma como isso &eacute; feito.</p>
<p dir="ltr">&Eacute; comum encontrar opera&ccedil;&otilde;es onde as informa&ccedil;&otilde;es est&atilde;o espalhadas: fotos no celular, planilhas diferentes para cada obra, mensagens em grupos e anota&ccedil;&otilde;es informais. Nesse cen&aacute;rio, at&eacute; existe registro mas ele n&atilde;o tem padr&atilde;o, n&atilde;o est&aacute; centralizado e n&atilde;o &eacute; confi&aacute;vel.</p>
<p dir="ltr">Isso gera uma falsa sensa&ccedil;&atilde;o de controle.</p>
<p dir="ltr">Na pr&aacute;tica, quando a empresa precisa dessas informa&ccedil;&otilde;es, encontra dificuldades como:</p>
<ul>
<li dir="ltr" role="presentation">Dados inconsistentes, que n&atilde;o se conectam entre si</li>
<li dir="ltr" role="presentation">Dificuldade de acesso, especialmente em momentos cr&iacute;ticos</li>
<li dir="ltr" role="presentation">Falta de padroniza&ccedil;&atilde;o, que compromete a an&aacute;lise</li>
<li dir="ltr" role="presentation">Baixa confiabilidade, que enfraquece qualquer defesa</li>
</ul>
<p dir="ltr">Ou seja, o esfor&ccedil;o existe, mas n&atilde;o gera seguran&ccedil;a.</p>
<h2 dir="ltr"><strong>Como estruturar a rastreabilidade de forma eficiente</strong></h2>
<p dir="ltr">A constru&ccedil;&atilde;o de uma rastreabilidade eficiente come&ccedil;a com clareza. A empresa precisa definir o que deve ser registrado, em quais processos e com qual n&iacute;vel de detalhamento. Isso evita tanto a falta de informa&ccedil;&atilde;o quanto o excesso desnecess&aacute;rio.</p>
<p dir="ltr">Tamb&eacute;m &eacute; essencial estabelecer responsabilidades bem definidas. Quando n&atilde;o est&aacute; claro quem deve registrar e validar cada etapa, o processo se perde na rotina e passa a depender da disciplina individual.</p>
<p dir="ltr">Outro ponto cr&iacute;tico &eacute; o momento do registro. Quanto mais pr&oacute;ximo da execu&ccedil;&atilde;o, maior a qualidade da informa&ccedil;&atilde;o. Registros feitos posteriormente tendem a ser incompletos ou imprecisos, o que compromete todo o hist&oacute;rico.</p>
<p dir="ltr">Para garantir consist&ecirc;ncia, alguns pilares s&atilde;o fundamentais:</p>
<ul>
<li dir="ltr" role="presentation">Padroniza&ccedil;&atilde;o dos registros, garantindo que todas as obras sigam o mesmo modelo</li>
<li dir="ltr" role="presentation">Defini&ccedil;&atilde;o clara de responsabilidades, evitando lacunas no processo</li>
<li dir="ltr" role="presentation">Registro em tempo real, aumentando confiabilidade das informa&ccedil;&otilde;es</li>
<li dir="ltr" role="presentation">Centraliza&ccedil;&atilde;o dos dados, facilitando acesso e an&aacute;lise</li>
<li dir="ltr" role="presentation">Hist&oacute;rico e versionamento, permitindo rastrear mudan&ccedil;as ao longo do tempo</li>
</ul>
<p dir="ltr">Esses elementos, quando bem implementados, transformam a rastreabilidade em algo natural dentro da opera&ccedil;&atilde;o.</p>
<h2 dir="ltr"><strong>O papel da tecnologia nesse cen&aacute;rio</strong></h2>
<p dir="ltr">Manter rastreabilidade de forma manual &eacute; extremamente dif&iacute;cil, especialmente em construtoras que est&atilde;o em crescimento. A complexidade da opera&ccedil;&atilde;o exige consist&ecirc;ncia, e isso dificilmente &eacute; alcan&ccedil;ado apenas com planilhas e controles paralelos.</p>
<p dir="ltr">A tecnologia entra como um viabilizador desse processo. Ela garante padr&atilde;o, organiza informa&ccedil;&otilde;es automaticamente e cria um hist&oacute;rico cont&iacute;nuo da opera&ccedil;&atilde;o. Al&eacute;m disso, reduz a depend&ecirc;ncia de comportamento individual, tornando o processo mais confi&aacute;vel.</p>
<p dir="ltr">Na pr&aacute;tica, a tecnologia permite:</p>
<ul>
<li dir="ltr" role="presentation">Padronizar a execu&ccedil;&atilde;o dos registros</li>
<li dir="ltr" role="presentation">Centralizar todas as informa&ccedil;&otilde;es em um &uacute;nico ambiente</li>
<li dir="ltr" role="presentation">Garantir integridade e seguran&ccedil;a dos dados</li>
<li dir="ltr" role="presentation">Acompanhar a opera&ccedil;&atilde;o em tempo real</li>
</ul>
<p dir="ltr">Sem tecnologia, a rastreabilidade depende das pessoas.<br />Com tecnologia, ela passa a fazer parte do sistema da empresa.</p>
<h2 dir="ltr"><strong>Rastreabilidade n&atilde;o &eacute; burocracia. &Eacute; prote&ccedil;&atilde;o.</strong></h2>
<p dir="ltr">Existe uma percep&ccedil;&atilde;o comum de que registrar processos pode engessar a opera&ccedil;&atilde;o. Mas, na pr&aacute;tica, a rastreabilidade bem estruturada traz clareza, organiza&ccedil;&atilde;o e seguran&ccedil;a.</p>
<p dir="ltr">Ela protege a empresa em situa&ccedil;&otilde;es de risco, protege os profissionais envolvidos ao registrar decis&otilde;es t&eacute;cnicas e protege a opera&ccedil;&atilde;o como um todo ao criar um hist&oacute;rico confi&aacute;vel.</p>
<p dir="ltr">No final, n&atilde;o se trata de controlar mais se trata de reduzir exposi&ccedil;&atilde;o.</p>
<h2 dir="ltr"><strong>Conclus&atilde;o</strong></h2>
<p dir="ltr">Na constru&ccedil;&atilde;o civil, o risco jur&iacute;dico n&atilde;o est&aacute; apenas no erro. Ele est&aacute;, principalmente, na falta de prova.</p>
<p dir="ltr">Construtoras que estruturam a rastreabilidade dos seus processos conseguem operar com mais seguran&ccedil;a, reduzir conflitos e tomar decis&otilde;es com base em informa&ccedil;&otilde;es confi&aacute;veis. Elas n&atilde;o apenas executam melhor elas conseguem demonstrar isso com clareza.</p>
<p dir="ltr">E em um setor onde os riscos s&atilde;o altos, isso deixa de ser diferencial.</p>
<p dir="ltr">Passa a ser essencial.</p>
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		<title>Por que construtoras que crescem rápido precisam estruturar processos imediatamente</title>
		<link>https://inmeta.com.br/processos-construcao-crescimento-rapido/</link>
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		<dc:creator><![CDATA[Mariana]]></dc:creator>
		<pubDate>Thu, 02 Apr 2026 03:00:00 +0000</pubDate>
				<category><![CDATA[Gestão da Segurança na Construção Civil]]></category>
		<guid isPermaLink="false">https://inmeta.com.br/processos-construcao-crescimento-rapido/</guid>

					<description><![CDATA[Para muitas construtoras, o crescimento vem acompanhado de uma sensa&#231;&#227;o positiva: mais obras, mais clientes, mais faturamento.&#160; Mas existe um ponto que costuma ser negligenciado nesse momento:&#160;o crescimento aumenta a complexidade da opera&#231;&#227;o em uma velocidade muito maior do que a capacidade de controle da empresa. E &#233; exatamente a&#237; que os problemas come&#231;am,no in&#237;cio, [&#8230;]]]></description>
										<content:encoded><![CDATA[<p dir="ltr">Para muitas construtoras, o crescimento vem acompanhado de uma sensa&ccedil;&atilde;o positiva: mais obras, mais clientes, mais faturamento.&nbsp; Mas existe um ponto que costuma ser negligenciado nesse momento:&nbsp;o crescimento aumenta a complexidade da opera&ccedil;&atilde;o em uma velocidade muito maior do que a capacidade de controle da empresa.</p>
<p dir="ltr">E &eacute; exatamente a&iacute; que os problemas come&ccedil;am,no in&iacute;cio, a opera&ccedil;&atilde;o funciona bem com base em:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Comunica&ccedil;&atilde;o direta</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Equipe reduzida</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Decis&otilde;es r&aacute;pidas e centralizadas</p>
</li>
</ul>
<p dir="ltr">S&oacute; que esse modelo n&atilde;o escala.</p>
<p dir="ltr">Quando a empresa come&ccedil;a a crescer, o que antes era simples passa a exigir estrutura.</p>
<h2 dir="ltr">Por que o crescimento desorganiza a opera&ccedil;&atilde;o?</h2>
<p dir="ltr">Porque crescimento n&atilde;o &eacute; s&oacute; &ldquo;mais do mesmo&rdquo;.</p>
<p dir="ltr">Ele traz junto:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Mais obras acontecendo ao mesmo tempo</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Mais equipes envolvidas</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Mais fornecedores e interfaces</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Mais decis&otilde;es acontecendo em paralelo</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Mais riscos operacionais</p>
</li>
</ul>
<p dir="ltr">Sem processos bem definidos, a empresa perde a capacidade de coordenar tudo isso. E o impacto n&atilde;o &eacute; s&oacute; operacional &eacute; financeiro.</p>
<h2 dir="ltr">O que acontece na pr&aacute;tica quando n&atilde;o existem processos estruturados?</h2>
<p dir="ltr">Cada obra passa a funcionar de forma diferente.&nbsp;Um engenheiro executa de um jeito, outro executa de outro.</p>
<p dir="ltr">Isso gera:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Inconsist&ecirc;ncia na qualidade</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Dificuldade de replicar boas pr&aacute;ticas</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Falta de controle sobre o que realmente est&aacute; sendo feito</p>
</li>
</ul>
<h3 dir="ltr">A gest&atilde;o vira reativa</h3>
<p dir="ltr">Sem processo estruturado, a empresa passa a operar no modo &ldquo;apagando inc&ecirc;ndio&rdquo;.&nbsp;Os problemas s&oacute; s&atilde;o percebidos quando j&aacute; aconteceram:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Erros de execu&ccedil;&atilde;o</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Atrasos</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Falhas de comunica&ccedil;&atilde;o</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Custos fora do previsto</p>
</li>
</ul>
<p dir="ltr">Ou seja: n&atilde;o existe preven&ccedil;&atilde;o, s&oacute; corre&ccedil;&atilde;o.</p>
<h3 dir="ltr">O retrabalho come&ccedil;a a escalar</h3>
<p dir="ltr">Sem padroniza&ccedil;&atilde;o e controle:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">O mesmo erro acontece em mais de uma obra</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">O problema n&atilde;o &eacute; registrado corretamente</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">N&atilde;o existe aprendizado organizacional</p>
</li>
</ul>
<p dir="ltr">Isso significa que a empresa n&atilde;o evolui ela repete erros em escala.</p>
<h3 dir="ltr">A lideran&ccedil;a perde visibilidade</h3>
<p dir="ltr">Com o crescimento, o gestor deixa de ter controle direto sobre tudo.&nbsp;E sem processos estruturados:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">As informa&ccedil;&otilde;es ficam dispersas</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">N&atilde;o existe vis&atilde;o consolidada</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">A tomada de decis&atilde;o fica baseada em percep&ccedil;&atilde;o, n&atilde;o em dados</p>
</li>
</ul>
<p dir="ltr">Isso compromete diretamente:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Prazo</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Custo</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Qualidade</p>
</li>
</ul>
<h3 dir="ltr">A opera&ccedil;&atilde;o fica dependente de pessoas</h3>
<p dir="ltr">Quando n&atilde;o h&aacute; processo:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">O conhecimento fica na cabe&ccedil;a das pessoas</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Cada profissional trabalha do seu jeito</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">A sa&iacute;da de algu&eacute;m gera impacto imediato</p>
</li>
</ul>
<p dir="ltr">Isso torna o crescimento arriscado e pouco sustent&aacute;vel.</p>
<h2 dir="ltr">Por que estruturar processos imediatamente (e n&atilde;o depois)?</h2>
<p dir="ltr">Porque quanto mais a empresa cresce sem processo, mais dif&iacute;cil e mais caro fica organizar depois.</p>
<p dir="ltr">Pense assim:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Com 2 obras, o erro &eacute; pontual</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Com 10 obras, o erro vira padr&atilde;o</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Com 20 obras, o erro vira preju&iacute;zo recorrente</p>
</li>
</ul>
<p dir="ltr">O crescimento amplifica tudo inclusive a desorganiza&ccedil;&atilde;o.</p>
<p dir="ltr">Por isso, estruturar processos no in&iacute;cio do crescimento &eacute; uma decis&atilde;o estrat&eacute;gica, n&atilde;o operacional.</p>
<h2 dir="ltr">O que significa, na pr&aacute;tica, estruturar processos?</h2>
<p dir="ltr">N&atilde;o &eacute; burocratizar a opera&ccedil;&atilde;o.</p>
<p dir="ltr">&Eacute; criar um modelo claro de execu&ccedil;&atilde;o que permita:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Padroniza&ccedil;&atilde;o</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Controle</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Rastreabilidade</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Previsibilidade</p>
</li>
</ul>
<p dir="ltr">Na pr&aacute;tica, isso envolve definir:</p>
<h3 dir="ltr">1. Como as atividades devem ser executadas</h3>
<p dir="ltr">Exemplo:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Como uma FVS deve ser aplicada</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Como uma inspe&ccedil;&atilde;o deve ser registrada</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Como uma n&atilde;o conformidade deve ser tratada</p>
</li>
</ul>
<h3 dir="ltr">2. Como as informa&ccedil;&otilde;es devem ser registradas</h3>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Onde registrar</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Quem registra</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Quando registrar</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Qual padr&atilde;o seguir</p>
</li>
</ul>
<p dir="ltr">Sem isso, a informa&ccedil;&atilde;o perde valor.</p>
<h3 dir="ltr">3. Como os problemas s&atilde;o tratados</h3>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Existe fluxo para n&atilde;o conformidade?</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Existe registro e hist&oacute;rico?</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Existe an&aacute;lise de causa?</p>
</li>
</ul>
<p dir="ltr">Sem processo, o problema se repete.</p>
<h3 dir="ltr">4. Como a gest&atilde;o acompanha a opera&ccedil;&atilde;o</h3>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Quais indicadores s&atilde;o acompanhados</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Com que frequ&ecirc;ncia</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Como as decis&otilde;es s&atilde;o tomadas</p>
</li>
</ul>
<p dir="ltr">Sem isso, n&atilde;o existe gest&atilde;o existe rea&ccedil;&atilde;o.</p>
<h2 dir="ltr">Quais processos s&atilde;o cr&iacute;ticos para construtoras em crescimento?</h2>
<h3 dir="ltr">Gest&atilde;o da Qualidade</h3>
<p dir="ltr">Respons&aacute;vel por garantir que o que est&aacute; sendo executado segue um padr&atilde;o.</p>
<p dir="ltr">Inclui:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">FVS (in&iacute;cio e execu&ccedil;&atilde;o)</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Inspe&ccedil;&otilde;es</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Controle de n&atilde;o conformidades</p>
</li>
</ul>
<p dir="ltr">Impacto direto:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Redu&ccedil;&atilde;o de retrabalho</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Aumento da qualidade final</p>
</li>
</ul>
<h3 dir="ltr">Gest&atilde;o da Seguran&ccedil;a</h3>
<p dir="ltr">Vai al&eacute;m de cumprir norma &eacute; gest&atilde;o de risco.</p>
<p dir="ltr">Inclui:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Controle de EPIs</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Registros de treinamentos</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Inspe&ccedil;&otilde;es de seguran&ccedil;a</p>
</li>
</ul>
<p dir="ltr">Impacto direto:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Redu&ccedil;&atilde;o de acidentes</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Menor risco de multa e embargo</p>
</li>
</ul>
<h3 dir="ltr">Gest&atilde;o de Projetos</h3>
<p dir="ltr">Garante que a execu&ccedil;&atilde;o est&aacute; alinhada com o que foi projetado.</p>
<p dir="ltr">Inclui:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Controle de vers&otilde;es</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Compatibiliza&ccedil;&atilde;o</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Comunica&ccedil;&atilde;o de mudan&ccedil;as</p>
</li>
</ul>
<p dir="ltr">Impacto direto:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Menos conflito</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Mais previsibilidade</p>
</li>
</ul>
<h3 dir="ltr">Registros operacionais</h3>
<p dir="ltr">S&atilde;o a base da rastreabilidade.</p>
<p dir="ltr">Inclui:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Di&aacute;rio de obra</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Evid&ecirc;ncias</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Hist&oacute;rico de decis&otilde;es</p>
</li>
</ul>
<p dir="ltr">Impacto direto:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Seguran&ccedil;a t&eacute;cnica</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Seguran&ccedil;a jur&iacute;dica</p>
</li>
</ul>
<h3 dir="ltr">Indicadores de desempenho</h3>
<p dir="ltr">Transformam opera&ccedil;&atilde;o em gest&atilde;o.</p>
<p dir="ltr">Inclui:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Produtividade</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Qualidade</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Seguran&ccedil;a</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Prazo</p>
</li>
</ul>
<p dir="ltr">Impacto direto:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Decis&atilde;o baseada em dados</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Mais previsibilidade</p>
</li>
</ul>
<h2 dir="ltr">Onde a maioria das construtoras erra</h2>
<p dir="ltr">O erro mais comum n&atilde;o &eacute; n&atilde;o ter processo. &Eacute; tentar estruturar tudo de forma manual.</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Planilhas</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Grupos de WhatsApp</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Controles paralelos</p>
</li>
</ul>
<p dir="ltr">Isso at&eacute; funciona no in&iacute;cio.</p>
<p dir="ltr">Mas n&atilde;o sustenta crescimento.</p>
<h2 dir="ltr">O papel da tecnologia na estrutura&ccedil;&atilde;o de processos</h2>
<p dir="ltr">A tecnologia n&atilde;o substitui o processo. Ela garante que o processo seja executado de forma consistente.&nbsp;Na pr&aacute;tica, ela permite:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Padronizar a execu&ccedil;&atilde;o</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Centralizar informa&ccedil;&otilde;es</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Garantir rastreabilidade</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Dar visibilidade em tempo real</p>
</li>
</ul>
<p dir="ltr">Sem tecnologia, o processo depende das pessoas.<br />Com tecnologia, o processo vira padr&atilde;o da empresa.</p>
<h2 dir="ltr">Crescer com processo &eacute; o que diferencia empresas que escalam das que travam</h2>
<p dir="ltr">Toda construtora quer crescer.</p>
<p dir="ltr">Mas poucas conseguem crescer com:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Controle</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Qualidade</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Previsibilidade</p>
</li>
</ul>
<p dir="ltr">O que diferencia essas empresas n&atilde;o &eacute; o volume de obras. &Eacute; a capacidade de organizar a opera&ccedil;&atilde;o.</p>
<h2 dir="ltr">Conclus&atilde;o</h2>
<p dir="ltr">Crescimento sem processo n&atilde;o &eacute; evolu&ccedil;&atilde;o.&nbsp;&Eacute; risco. Se a sua construtora est&aacute; crescendo, estruturar processos n&atilde;o &eacute; algo para depois.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Por que obras ainda quebram mesmo com vendas aquecidas?</title>
		<link>https://inmeta.com.br/por-que-obras-ainda-quebram-mesmo-com-vendas-aquecidas/</link>
					<comments>https://inmeta.com.br/por-que-obras-ainda-quebram-mesmo-com-vendas-aquecidas/#respond</comments>
		
		<dc:creator><![CDATA[Mariana]]></dc:creator>
		<pubDate>Thu, 19 Mar 2026 03:00:00 +0000</pubDate>
				<category><![CDATA[Gestão da Qualidade]]></category>
		<guid isPermaLink="false">https://inmeta.com.br/por-que-obras-ainda-quebram-mesmo-com-vendas-aquecidas/</guid>

					<description><![CDATA[O mercado imobili&#225;rio pode estar aquecido, as vendas podem estar indo bem e os lan&#231;amentos podem at&#233; superar as expectativas. Ainda assim, muitas construtoras enfrentam um problema cr&#237;tico: obras que n&#227;o geram lucro e, em alguns casos, levam a preju&#237;zo. Se vender bem fosse suficiente, nenhuma construtora teria problema financeiro. Ent&#227;o, por que isso ainda [&#8230;]]]></description>
										<content:encoded><![CDATA[<p dir="ltr">O mercado imobili&aacute;rio pode estar aquecido, as vendas podem estar indo bem e os lan&ccedil;amentos podem at&eacute; superar as expectativas. Ainda assim, muitas construtoras enfrentam um problema cr&iacute;tico: obras que n&atilde;o geram lucro e, em alguns casos, levam a preju&iacute;zo.</p>
<p dir="ltr">Se vender bem fosse suficiente, nenhuma construtora teria problema financeiro.</p>
<p dir="ltr">Ent&atilde;o, por que isso ainda acontece?</p>
<h2 dir="ltr">Vender bem n&atilde;o garante lucro</h2>
<p dir="ltr">Durante muito tempo, acreditou-se que o sucesso de um empreendimento estava diretamente ligado &agrave; velocidade de vendas. A l&oacute;gica era simples: vender tudo significava ter resultado garantido.</p>
<p dir="ltr">Mas essa realidade mudou.</p>
<p dir="ltr">Hoje, o principal fator que define o resultado de uma obra est&aacute; na gest&atilde;o ao longo da execu&ccedil;&atilde;o. &Eacute; poss&iacute;vel vender 100% das unidades e ainda assim ter margem negativa. Tamb&eacute;m &eacute; comum ver obras com alto VGV que n&atilde;o geram caixa.</p>
<p dir="ltr">Ou seja, o problema n&atilde;o est&aacute; na venda est&aacute; no controle da opera&ccedil;&atilde;o.</p>
<h2 dir="ltr">Onde as obras come&ccedil;am a perder dinheiro</h2>
<h3 dir="ltr">Falta de previsibilidade financeira</h3>
<p dir="ltr">Um dos principais problemas est&aacute; na aus&ecirc;ncia de acompanhamento cont&iacute;nuo dos custos. Sem visibilidade, a obra se torna um &ldquo;caixa preto&rdquo;.</p>
<p dir="ltr">Custos indiretos n&atilde;o mapeados, aditivos frequentes e desvios que s&oacute; aparecem no final comprometem totalmente o resultado. Quando o problema &eacute; identificado, muitas vezes j&aacute; n&atilde;o existe tempo ou margem para corrigir.</p>
<h3 dir="ltr">Retrabalho invis&iacute;vel</h3>
<p dir="ltr">O retrabalho &eacute; um dos maiores respons&aacute;veis pela perda de margem na constru&ccedil;&atilde;o civil.</p>
<p dir="ltr">Erros de execu&ccedil;&atilde;o acontecem, mas quando n&atilde;o s&atilde;o identificados e corrigidos na origem, passam a se repetir ao longo da obra. Isso impacta diretamente custo, prazo e produtividade.</p>
<p dir="ltr">E o mais cr&iacute;tico: muitas construtoras nem conseguem mensurar esse preju&iacute;zo de forma clara.</p>
<h3 dir="ltr">Falta de padroniza&ccedil;&atilde;o nos processos</h3>
<p dir="ltr">Cada obra funcionando de um jeito, cada equipe executando de uma forma diferente.</p>
<p dir="ltr">Sem padroniza&ccedil;&atilde;o, n&atilde;o existe controle.</p>
<p dir="ltr">A aus&ecirc;ncia de processos estruturados, checklists confi&aacute;veis e hist&oacute;rico de execu&ccedil;&atilde;o impede que a construtora evolua e ganhe efici&ecirc;ncia ao longo do tempo.</p>
<h3 dir="ltr">Decis&otilde;es sem base em dados</h3>
<p dir="ltr">Quando n&atilde;o h&aacute; dados confi&aacute;veis, a gest&atilde;o se torna reativa.</p>
<p dir="ltr">Decis&otilde;es s&atilde;o tomadas com base em percep&ccedil;&atilde;o, experi&ecirc;ncia ou urg&ecirc;ncia &mdash; e n&atilde;o em informa&ccedil;&otilde;es concretas. Isso dificulta a identifica&ccedil;&atilde;o de problemas e impede a antecipa&ccedil;&atilde;o de riscos.</p>
<h3 dir="ltr">Falta de integra&ccedil;&atilde;o entre obra e gest&atilde;o</h3>
<p dir="ltr">Outro fator cr&iacute;tico &eacute; o desalinhamento entre o canteiro e o escrit&oacute;rio.</p>
<p dir="ltr">Informa&ccedil;&otilde;es descentralizadas, falhas de comunica&ccedil;&atilde;o e aus&ecirc;ncia de dados em tempo real dificultam a tomada de decis&atilde;o e geram perda de controle.</p>
<p><strong>&nbsp;</strong></p>
<h2 dir="ltr">O verdadeiro problema n&atilde;o &eacute; o mercado</h2>
<p dir="ltr">Quando uma obra quebra, raramente o problema est&aacute; na venda.</p>
<p dir="ltr">Na maioria dos casos, o que compromete o resultado &eacute; a falta de gest&atilde;o.</p>
<p dir="ltr">Falta de controle, falta de visibilidade e aus&ecirc;ncia de processos estruturados s&atilde;o os principais fatores por tr&aacute;s de obras que n&atilde;o d&atilde;o lucro.</p>
<h2 dir="ltr">O que construtoras lucrativas fazem diferente</h2>
<p dir="ltr">Empresas que conseguem manter margem mesmo em cen&aacute;rios desafiadores t&ecirc;m algo em comum:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Acompanham a obra em tempo real</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Padronizam processos</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Eliminam retrabalho na origem</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Tomam decis&otilde;es com base em dados</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Integram opera&ccedil;&atilde;o e gest&atilde;o</p>
</li>
</ul>
<p dir="ltr">Essas pr&aacute;ticas permitem maior previsibilidade, controle e efici&ecirc;ncia ao longo da execu&ccedil;&atilde;o.</p>
<h2 dir="ltr">O papel da tecnologia na gest&atilde;o de obras</h2>
<p dir="ltr">A transforma&ccedil;&atilde;o digital na constru&ccedil;&atilde;o civil j&aacute; n&atilde;o &eacute; mais uma tend&ecirc;ncia &mdash; &eacute; uma necessidade.</p>
<p dir="ltr">Com o uso de tecnologia, &eacute; poss&iacute;vel:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Acompanhar indicadores em tempo real</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Digitalizar processos como FVS e checklists</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Garantir rastreabilidade da execu&ccedil;&atilde;o</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Identificar desvios com anteced&ecirc;ncia</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Integrar todas as &aacute;reas da obra</p>
</li>
</ul>
<p dir="ltr">Esse n&iacute;vel de controle permite reduzir perdas, aumentar a produtividade e proteger a margem do empreendimento.</p>
<h2 dir="ltr">Conclus&atilde;o</h2>
<p dir="ltr">O mercado pode estar aquecido, mas isso n&atilde;o garante resultado.</p>
<p dir="ltr">Obras quebram n&atilde;o por falta de venda, mas por falta de gest&atilde;o.</p>
<p dir="ltr">Com processos estruturados, visibilidade em tempo real e decis&otilde;es baseadas em dados, &eacute; poss&iacute;vel transformar a forma como a obra &eacute; conduzida&nbsp; e garantir que o resultado esperado realmente aconte&ccedil;a.</p>
<p>&nbsp;</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Como recuperar cronograma de obra atrasada sem comprometer a qualidade</title>
		<link>https://inmeta.com.br/cronograma-obra-atrasada/</link>
					<comments>https://inmeta.com.br/cronograma-obra-atrasada/#respond</comments>
		
		<dc:creator><![CDATA[Mariana]]></dc:creator>
		<pubDate>Thu, 12 Mar 2026 03:00:00 +0000</pubDate>
				<category><![CDATA[Gestão da Qualidade]]></category>
		<guid isPermaLink="false">https://inmeta.com.br/cronograma-obra-atrasada/</guid>

					<description><![CDATA[Atrasos em obras s&#227;o mais comuns do que muitas construtoras gostariam de admitir. Mudan&#231;as de projeto, problemas com fornecedores, baixa produtividade no canteiro ou falhas no planejamento inicial podem impactar diretamente o cronograma. O problema &#233; que, quando o atraso aparece, muitas empresas tentam resolver a situa&#231;&#227;o apenas acelerando a execu&#231;&#227;o. Equipes s&#227;o pressionadas, etapas [&#8230;]]]></description>
										<content:encoded><![CDATA[<p dir="ltr">Atrasos em obras s&atilde;o mais comuns do que muitas construtoras gostariam de admitir. Mudan&ccedil;as de projeto, problemas com fornecedores, baixa produtividade no canteiro ou falhas no planejamento inicial podem impactar diretamente o cronograma.</p>
<p dir="ltr">O problema &eacute; que, quando o atraso aparece, muitas empresas tentam resolver a situa&ccedil;&atilde;o apenas acelerando a execu&ccedil;&atilde;o. Equipes s&atilde;o pressionadas, etapas s&atilde;o sobrepostas e, em alguns casos, controles importantes acabam sendo deixados de lado.</p>
<p dir="ltr">O resultado quase sempre &eacute; o mesmo: retrabalho, desperd&iacute;cio e novos atrasos.</p>
<p dir="ltr">Recuperar o cronograma de uma obra atrasada n&atilde;o significa correr mais, mas reorganizar a gest&atilde;o da obra com estrat&eacute;gia e controle.</p>
<h2 dir="ltr"><strong>Entenda a real causa do atraso</strong></h2>
<p dir="ltr">Antes de tomar qualquer decis&atilde;o, &eacute; fundamental identificar o que realmente causou o atraso.</p>
<p dir="ltr">Nem sempre o problema est&aacute; na execu&ccedil;&atilde;o. Muitas vezes ele come&ccedil;a no planejamento, na log&iacute;stica de materiais ou na falta de integra&ccedil;&atilde;o entre equipes.</p>
<p dir="ltr">Algumas perguntas ajudam nesse diagn&oacute;stico:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Qual etapa est&aacute; gerando o impacto no prazo?</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">O atraso est&aacute; concentrado em uma atividade ou se espalhou por v&aacute;rias frentes?</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Existem depend&ecirc;ncias entre equipes que est&atilde;o bloqueando o avan&ccedil;o da obra?</p>
</li>
</ul>
<p dir="ltr">Sem esse diagn&oacute;stico, qualquer tentativa de recupera&ccedil;&atilde;o tende a atacar apenas os sintomas e n&atilde;o a causa do problema.</p>
<h2 dir="ltr"><strong>Reorganize as frentes de trabalho</strong></h2>
<p dir="ltr">Depois de entender o cen&aacute;rio, o pr&oacute;ximo passo &eacute; reavaliar o planejamento da obra.</p>
<p dir="ltr">Isso significa olhar novamente para o cronograma e entender quais atividades podem ser reorganizadas ou executadas de forma paralela sem gerar conflito entre equipes.</p>
<p dir="ltr">Em muitos casos, pequenas mudan&ccedil;as na sequ&ecirc;ncia das atividades j&aacute; permitem recuperar parte do tempo perdido.</p>
<p dir="ltr">Tamb&eacute;m &eacute; importante revisar fatores como:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Disponibilidade de equipes</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Prazo de entrega de materiais</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Capacidade produtiva das frentes de trabalho</p>
</li>
</ul>
<p dir="ltr">O objetivo n&atilde;o &eacute; simplesmente acelerar a obra, mas tornar a execu&ccedil;&atilde;o mais eficiente.</p>
<h2 dir="ltr"><strong>Aumente a produtividade sem perder o controle</strong></h2>
<p dir="ltr">Quando uma obra est&aacute; atrasada, &eacute; comum pensar apenas em aumentar o ritmo de trabalho. No entanto, produtividade n&atilde;o est&aacute; ligada apenas &agrave; velocidade, mas principalmente &agrave; organiza&ccedil;&atilde;o do processo de execu&ccedil;&atilde;o.</p>
<p dir="ltr">Melhorias simples podem gerar grande impacto, como:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Melhorar a log&iacute;stica de materiais no canteiro</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Reduzir tempos de espera entre atividades</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Garantir que as equipes tenham todas as informa&ccedil;&otilde;es necess&aacute;rias para executar o servi&ccedil;o</p>
</li>
</ul>
<p dir="ltr">Quando o processo est&aacute; organizado, as equipes conseguem produzir mais sem comprometer a qualidade do servi&ccedil;o.</p>
<h2 dir="ltr"><strong>Nunca abra m&atilde;o do controle de qualidade</strong></h2>
<p dir="ltr">Um dos maiores erros ao tentar recuperar um cronograma &eacute; reduzir as etapas de verifica&ccedil;&atilde;o e controle.</p>
<p dir="ltr">Isso pode at&eacute; gerar ganho de tempo no curto prazo, mas normalmente gera problemas mais &agrave; frente, como:</p>
<ul>
<li dir="ltr">
<p dir="ltr" role="presentation">Retrabalho</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">N&atilde;o conformidades</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Desperd&iacute;cio de material</p>
</li>
<li dir="ltr">
<p dir="ltr" role="presentation">Atrasos adicionais</p>
</li>
</ul>
<p dir="ltr">Manter inspe&ccedil;&otilde;es, checklists e registros organizados &eacute; fundamental para garantir que a obra avance com seguran&ccedil;a e previsibilidade.</p>
<h2 dir="ltr"><strong>Gest&atilde;o baseada em dados faz diferen&ccedil;a</strong></h2>
<p dir="ltr">Obras que conseguem reagir rapidamente a atrasos t&ecirc;m algo em comum: boa visibilidade sobre o que est&aacute; acontecendo no canteiro.</p>
<p dir="ltr">Quando a gest&atilde;o acompanha indicadores como avan&ccedil;o f&iacute;sico, produtividade das equipes e registro de n&atilde;o conformidades, fica muito mais f&aacute;cil identificar problemas antes que eles se tornem grandes atrasos.</p>
<p dir="ltr">A digitaliza&ccedil;&atilde;o da gest&atilde;o da obra tem ajudado muitas construtoras justamente nesse ponto, permitindo acompanhar informa&ccedil;&otilde;es do canteiro em tempo real e tomar decis&otilde;es com mais rapidez.</p>
<h2 dir="ltr"><strong>Conclus&atilde;o</strong></h2>
<p dir="ltr">Atrasos em obras podem acontecer, mas a forma como a construtora reage faz toda a diferen&ccedil;a no resultado final.</p>
<p dir="ltr">Recuperar o cronograma com sucesso exige mais do que acelerar atividades. &Eacute; preciso diagnosticar o problema, reorganizar o planejamento e manter controle sobre qualidade e produtividade.</p>
<p dir="ltr">Quando a gest&atilde;o da obra &eacute; estruturada e baseada em dados, fica muito mais f&aacute;cil corrigir desvios, recuperar prazos e evitar que novos atrasos apare&ccedil;am ao longo do projeto.</p>
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		<title>Como a Peconi transformou sua gestão em 60 dias e reduziu retrabalho com a ajuda da Inmeta</title>
		<link>https://inmeta.com.br/case-peconi-reducao-retrabalho-gestao-obras/</link>
					<comments>https://inmeta.com.br/case-peconi-reducao-retrabalho-gestao-obras/#respond</comments>
		
		<dc:creator><![CDATA[Mariana]]></dc:creator>
		<pubDate>Wed, 11 Mar 2026 03:00:00 +0000</pubDate>
				<category><![CDATA[Cases de sucesso]]></category>
		<guid isPermaLink="false">https://inmeta.com.br/case-peconi-reducao-retrabalho-gestao-obras/</guid>

					<description><![CDATA[Antes da nova fase de gest&#227;o, a Peconi vivia um cen&#225;rio conhecido por muitas construtoras: mesmo j&#225; utilizando a InMeta, os resultados n&#227;o refletiam todo o potencial da plataforma.As rotinas n&#227;o estavam padronizadas, alguns m&#243;dulos eram utilizados de forma parcial e informa&#231;&#245;es importantes se perdiam no caminho entre as &#225;reas.Isso gerava retrabalho, processos desconectados e [&#8230;]]]></description>
										<content:encoded><![CDATA[<p dir="ltr">Antes da nova fase de gest&atilde;o, a Peconi vivia um cen&aacute;rio conhecido por muitas construtoras: mesmo j&aacute; utilizando a InMeta, os resultados n&atilde;o refletiam todo o potencial da plataforma.<br />As rotinas n&atilde;o estavam padronizadas, alguns m&oacute;dulos eram utilizados de forma parcial e informa&ccedil;&otilde;es importantes se perdiam no caminho entre as &aacute;reas.<br />Isso gerava retrabalho, processos desconectados e uma carga operacional que tirava tempo da equipe para pensar estrategicamente.</p>
<p dir="ltr">Na pr&aacute;tica, a empresa j&aacute; era digital mas n&atilde;o alcan&ccedil;ava o n&iacute;vel de efici&ecirc;ncia que esperava.</p>
<h3 dir="ltr"><strong>O ponto de virada: um novo olhar para a gest&atilde;o digital</strong></h3>
<p dir="ltr">Quando a nova gest&atilde;o assumiu em janeiro de 2025, a percep&ccedil;&atilde;o foi imediata:<br />o problema n&atilde;o era a tecnologia, e sim como ela estava sendo utilizada.</p>
<p dir="ltr">Ao lado do consultor estrat&eacute;gico da conta, a Peconi iniciou uma revis&atilde;o completa do seu modelo operacional, com foco em extrair o m&aacute;ximo valor da plataforma.<br />Essa nova etapa envolveu:</p>
<ul>
<li dir="ltr" role="presentation">Reconfigura&ccedil;&atilde;o estrat&eacute;gica dos m&oacute;dulos de Gest&atilde;o de Projetos e Gest&atilde;o de Documentos de Colaboradores;</li>
<li dir="ltr" role="presentation">Redesenho dos fluxos internos, garantindo clareza entre &aacute;reas;</li>
<li dir="ltr" role="presentation">Treinamentos aprofundados e direcionados para cada fun&ccedil;&atilde;o;</li>
<li dir="ltr" role="presentation">Fortalecimento da cultura de qualidade e responsabilidade di&aacute;ria.</li>
</ul>
<p dir="ltr">Foram aproximadamente dois meses de evolu&ccedil;&atilde;o cont&iacute;nua, com acompanhamento pr&oacute;ximo entre Peconi e InMeta. A tecnologia deixou de ser um &ldquo;sistema a ser alimentado&rdquo; e passou a ser um recurso central do processo de gest&atilde;o.</p>
<blockquote>
<p dir="ltr">Como destaca a gestora:<br />&ldquo;Era n&iacute;tido que a plataforma tinha muito mais potencial do que est&aacute;vamos aproveitando. O objetivo foi reconstruir as bases e fazer com que cada &aacute;rea entendesse seu papel no processo.&rdquo;</p>
</blockquote>
<h1 dir="ltr"><strong>Resultados: mais fluidez, mais controle e decis&otilde;es fundamentadas</strong></h1>
<p dir="ltr">Com novos fluxos, maior organiza&ccedil;&atilde;o e uso estrat&eacute;gico da InMeta, os resultados come&ccedil;aram a aparecer rapidamente.<br />Entre os impactos mais significativos, est&atilde;o:</p>
<h3 dir="ltr"><strong>Redu&ccedil;&atilde;o dr&aacute;stica de retrabalho</strong></h3>
<p dir="ltr">Com processos padronizados e registros mais consistentes, inconsist&ecirc;ncias diminu&iacute;ram especialmente nos m&oacute;dulos de Gest&atilde;o de Projetos e Gest&atilde;o de Documentos de Colaboradores.</p>
<h3 dir="ltr"><strong>&nbsp;Agilidade no acesso e valida&ccedil;&atilde;o de documentos</strong></h3>
<p dir="ltr">Informa&ccedil;&otilde;es que antes levavam horas para serem localizadas agora s&atilde;o acessadas em poucos cliques com rastreabilidade total.</p>
<h3 dir="ltr"><strong>Respostas mais r&aacute;pidas e assertivas</strong></h3>
<p dir="ltr">Com dados mais limpos e confi&aacute;veis, decis&otilde;es passaram a ser tomadas com mais seguran&ccedil;a e velocidade.</p>
<h3 dir="ltr"><strong>Rotinas padronizadas e maior ader&ecirc;ncia da equipe</strong></h3>
<p dir="ltr">O time ganhou clareza, autonomia e alinhamento. Cada &aacute;rea entendeu seu papel no processo e a cultura de qualidade ficou mais forte.</p>
<h3 dir="ltr"><strong>Rastreabilidade completa das informa&ccedil;&otilde;es</strong></h3>
<p dir="ltr">Documentos, projetos, registros de seguran&ccedil;a e controles tecnol&oacute;gicos ficaram mais integrados, refletindo exatamente o que acontece na opera&ccedil;&atilde;o.</p>
<h1 dir="ltr"><strong>O maior impacto? Uma cultura de qualidade mais madura e viva</strong></h1>
<p dir="ltr">Hoje, a Peconi vive um cen&aacute;rio muito mais organizado, previs&iacute;vel e orientado por dados.<br />A transforma&ccedil;&atilde;o n&atilde;o est&aacute; apenas nos controles, mas na forma como a empresa pensa e executa a gest&atilde;o das obras.</p>
<p dir="ltr">Nas palavras da pr&oacute;pria equipe:</p>
<blockquote>
<p dir="ltr">&ldquo;Essa nova fase trouxe mais clareza, controle e integra&ccedil;&atilde;o entre as &aacute;reas. Hoje, utilizamos a plataforma de forma muito mais eficiente, o que transformou o acompanhamento das obras. O maior ganho foi a padroniza&ccedil;&atilde;o e a agilidade: eliminamos processos manuais, aumentamos a rastreabilidade dos dados e tomamos decis&otilde;es baseadas em informa&ccedil;&otilde;es reais.&rdquo;<br />&mdash; Daiane Cristina Silva Fernandes</p>
</blockquote>
<p dir="ltr"><img decoding="async" 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" width="564" height="346"></p>
<h1 dir="ltr"><strong>Uma nova fase da Peconi: mais tecnologia, mais estrat&eacute;gia, mais maturidade</strong></h1>
<p dir="ltr">A jornada da Peconi mostra que digitaliza&ccedil;&atilde;o n&atilde;o &eacute; sobre instalar uma plataforma&nbsp;&eacute; sobre fazer dela um pilar real da opera&ccedil;&atilde;o.</p>
<p dir="ltr">Com apoio do &nbsp;Consultor estrat&eacute;gico da conta da InMeta, a empresa reorganizou processos, fortaleceu sua cultura interna e elevou o n&iacute;vel de maturidade da gest&atilde;o.</p>
<p dir="ltr">Hoje, a Peconi opera de forma mais:</p>
<ul>
<li dir="ltr" role="presentation">Segura</li>
<li dir="ltr" role="presentation">Integrada</li>
<li dir="ltr" role="presentation">Eficiente</li>
<li dir="ltr" role="presentation">Transparente</li>
<li dir="ltr" role="presentation">Baseada em dados reais</li>
</ul>
<p dir="ltr">E deu um passo definitivo em dire&ccedil;&atilde;o ao futuro da constru&ccedil;&atilde;o civil.</p>
<p>&nbsp;</p>
]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Escassez de mão de obra na construção: o problema é falta de gente ou falta de gestão?</title>
		<link>https://inmeta.com.br/escassez-de-mao-de-obra-na-construcao-o-problema-e-falta-de-gente-ou-falta-de-gestao/</link>
					<comments>https://inmeta.com.br/escassez-de-mao-de-obra-na-construcao-o-problema-e-falta-de-gente-ou-falta-de-gestao/#respond</comments>
		
		<dc:creator><![CDATA[Mariana]]></dc:creator>
		<pubDate>Thu, 05 Mar 2026 03:00:00 +0000</pubDate>
				<category><![CDATA[Gestão da Qualidade]]></category>
		<guid isPermaLink="false">https://inmeta.com.br/escassez-de-mao-de-obra-na-construcao-o-problema-e-falta-de-gente-ou-falta-de-gestao/</guid>

					<description><![CDATA[A escassez de m&#227;o de obra na constru&#231;&#227;o civil se tornou um dos temas mais debatidos do setor nos &#250;ltimos anos. Construtoras de diferentes portes relatam dificuldade para contratar profissionais qualificados, manter equipes est&#225;veis e garantir produtividade no canteiro de obras. Mas ser&#225; que o problema &#233; realmente falta de profissionais? Ou parte dessa dificuldade [&#8230;]]]></description>
										<content:encoded><![CDATA[<p dir="ltr">A escassez de m&atilde;o de obra na constru&ccedil;&atilde;o civil se tornou um dos temas mais debatidos do setor nos &uacute;ltimos anos. Construtoras de diferentes portes relatam dificuldade para contratar profissionais qualificados, manter equipes est&aacute;veis e garantir produtividade no canteiro de obras.</p>
<p dir="ltr">Mas ser&aacute; que o problema &eacute; realmente falta de profissionais?</p>
<p dir="ltr">Ou parte dessa dificuldade est&aacute; relacionada &agrave; forma como as obras s&atilde;o geridas?</p>
<p dir="ltr">Cada vez mais, especialistas do setor apontam que a escassez de m&atilde;o de obra n&atilde;o &eacute; apenas um problema de mercado. &Eacute; tamb&eacute;m um desafio de gest&atilde;o. Empresas que ainda operam com processos desorganizados, baixa previsibilidade e pouco controle acabam sofrendo mais com rotatividade, baixa produtividade e retrabalho.</p>
<p dir="ltr">Neste artigo, vamos analisar as causas da escassez de m&atilde;o de obra na constru&ccedil;&atilde;o civil e entender como a gest&atilde;o pode ser um fator decisivo para enfrentar esse cen&aacute;rio.</p>
<h2 dir="ltr">A escassez de m&atilde;o de obra na constru&ccedil;&atilde;o civil &eacute; real</h2>
<p dir="ltr">A falta de profissionais qualificados na constru&ccedil;&atilde;o civil n&atilde;o &eacute; um mito. O setor realmente enfrenta desafios estruturais relacionados &agrave; forma&ccedil;&atilde;o e reten&ccedil;&atilde;o de trabalhadores.</p>
<p dir="ltr">Alguns fatores explicam esse cen&aacute;rio:</p>
<p dir="ltr">1. Envelhecimento da for&ccedil;a de trabalho<br />Grande parte dos profissionais da constru&ccedil;&atilde;o possui muitos anos de experi&ecirc;ncia, mas h&aacute; pouca renova&ccedil;&atilde;o geracional no setor.</p>
<p dir="ltr">2. Falta de qualifica&ccedil;&atilde;o t&eacute;cnica<br />Muitas empresas relatam dificuldade em encontrar trabalhadores com dom&iacute;nio t&eacute;cnico suficiente para atividades espec&iacute;ficas.</p>
<p dir="ltr">3. Migra&ccedil;&atilde;o de profissionais para outros setores<br />&Aacute;reas como log&iacute;stica, ind&uacute;stria e servi&ccedil;os muitas vezes oferecem condi&ccedil;&otilde;es mais previs&iacute;veis de trabalho.</p>
<p dir="ltr">4. Baixa atratividade da profiss&atilde;o para jovens<br />Historicamente, a constru&ccedil;&atilde;o civil n&atilde;o tem sido vista como uma carreira atrativa para novas gera&ccedil;&otilde;es.</p>
<p dir="ltr">Esses fatores impactam diretamente a disponibilidade de profissionais. Por&eacute;m, eles n&atilde;o explicam completamente o problema.</p>
<p dir="ltr">Porque, enquanto algumas construtoras enfrentam dificuldade extrema para manter equipes, outras conseguem operar com estabilidade e produtividade.</p>
<h2 dir="ltr">O verdadeiro gargalo: produtividade e gest&atilde;o no canteiro</h2>
<p dir="ltr">Em muitos casos, o problema n&atilde;o &eacute; apenas quantas pessoas est&atilde;o dispon&iacute;veis, mas como elas est&atilde;o sendo utilizadas dentro da obra.</p>
<p dir="ltr">Canteiros desorganizados geram desperd&iacute;cio de tempo, retrabalho e baixa efici&ecirc;ncia operacional.</p>
<p dir="ltr">Alguns exemplos comuns incluem:</p>
<p dir="ltr">&bull; Equipes aguardando libera&ccedil;&atilde;o de atividades<br />&bull; Materiais indispon&iacute;veis no momento da execu&ccedil;&atilde;o<br />&bull; Retrabalho por falhas de qualidade<br />&bull; Comunica&ccedil;&atilde;o falha entre projeto, engenharia e execu&ccedil;&atilde;o<br />&bull; Falta de planejamento detalhado das frentes de servi&ccedil;o</p>
<p dir="ltr">Quando esses problemas ocorrem com frequ&ecirc;ncia, a percep&ccedil;&atilde;o &eacute; de que &ldquo;faltam pessoas&rdquo;.</p>
<p dir="ltr">Mas muitas vezes o que falta &eacute; estrutura de gest&atilde;o.</p>
<p dir="ltr">Uma equipe desorganizada pode produzir menos do que poderia e isso amplifica a sensa&ccedil;&atilde;o de escassez de m&atilde;o de obra.</p>
<h2 dir="ltr">O impacto da falta de gest&atilde;o na produtividade</h2>
<p dir="ltr">Estudos de produtividade do setor mostram que uma parcela significativa do tempo no canteiro &eacute; perdida em atividades que n&atilde;o geram valor.</p>
<p dir="ltr">Entre os principais fatores est&atilde;o:</p>
<p dir="ltr">Retrabalho<br />Falhas de execu&ccedil;&atilde;o e falta de controle de qualidade geram corre&ccedil;&otilde;es constantes.</p>
<p dir="ltr">Falta de planejamento operacional<br />Sem planejamento detalhado, as equipes trabalham de forma reativa.</p>
<p dir="ltr">Desorganiza&ccedil;&atilde;o de processos<br />Informa&ccedil;&otilde;es espalhadas em planilhas, pap&eacute;is e mensagens dificultam a tomada de decis&atilde;o.</p>
<p dir="ltr">Baixa visibilidade de indicadores<br />Sem dados claros, gestores n&atilde;o conseguem identificar gargalos de produtividade.</p>
<p dir="ltr">Quando esses problemas se acumulam, as construtoras acabam precisando de mais pessoas para realizar o mesmo trabalho.</p>
<p dir="ltr">E isso refor&ccedil;a a sensa&ccedil;&atilde;o de escassez.</p>
<h2 dir="ltr">Gest&atilde;o eficiente reduz depend&ecirc;ncia de m&atilde;o de obra</h2>
<p dir="ltr">Empresas que adotam pr&aacute;ticas mais estruturadas de gest&atilde;o conseguem extrair mais produtividade das equipes existentes.</p>
<p dir="ltr">Isso n&atilde;o significa trabalhar mais. Significa trabalhar melhor.</p>
<p dir="ltr">Entre as pr&aacute;ticas mais importantes est&atilde;o:</p>
<p dir="ltr">Planejamento estruturado da obra<br />Definir etapas claras, respons&aacute;veis e cronogramas realistas.</p>
<p dir="ltr">Controle de qualidade cont&iacute;nuo<br />Reduzir retrabalho por meio de inspe&ccedil;&otilde;es e padroniza&ccedil;&atilde;o de processos.</p>
<p dir="ltr">Gest&atilde;o de colaboradores e terceiros<br />Acompanhar presen&ccedil;a, desempenho e produtividade das equipes.</p>
<p dir="ltr">Padroniza&ccedil;&atilde;o de processos operacionais<br />Criar rotinas claras para execu&ccedil;&atilde;o das atividades.</p>
<p dir="ltr">Uso de tecnologia para controle da obra<br />Sistemas integrados ajudam a centralizar informa&ccedil;&otilde;es e gerar indicadores confi&aacute;veis.</p>
<p dir="ltr">Com esses elementos organizados, a mesma equipe consegue entregar mais resultados.</p>
<h2 dir="ltr">Tecnologia como aliada da produtividade</h2>
<p dir="ltr">A digitaliza&ccedil;&atilde;o do canteiro tem se tornado um fator determinante para melhorar a gest&atilde;o das obras.</p>
<p dir="ltr">Plataformas de gest&atilde;o permitem integrar diferentes &aacute;reas da opera&ccedil;&atilde;o, como:</p>
<p dir="ltr">&bull; Gest&atilde;o de projetos<br />&bull; Controle de colaboradores e terceiros<br />&bull; Controle de acessos<br />&bull; Gest&atilde;o da qualidade<br />&bull; Seguran&ccedil;a do trabalho<br />&bull; Di&aacute;rio de obra<br />&bull; Gest&atilde;o p&oacute;s-obra</p>
<p dir="ltr">Quando essas informa&ccedil;&otilde;es est&atilde;o conectadas, o gestor passa a ter visibilidade completa da obra em tempo real.</p>
<p dir="ltr">Isso permite:</p>
<p dir="ltr">&bull; Identificar gargalos operacionais rapidamente<br />&bull; Acompanhar indicadores de produtividade<br />&bull; Reduzir retrabalho<br />&bull; Melhorar a comunica&ccedil;&atilde;o entre equipes<br />&bull; Aumentar previsibilidade das entregas</p>
<p dir="ltr">Na pr&aacute;tica, a tecnologia ajuda a transformar dados operacionais em decis&otilde;es estrat&eacute;gicas.</p>
<h2 dir="ltr">O futuro da constru&ccedil;&atilde;o exige mais gest&atilde;o e menos improviso</h2>
<p dir="ltr">A constru&ccedil;&atilde;o civil passa por uma transforma&ccedil;&atilde;o profunda.</p>
<p dir="ltr">Press&atilde;o por margens, aumento de custos e escassez de profissionais exigem um novo padr&atilde;o de gest&atilde;o.</p>
<p dir="ltr">Empresas que ainda operam com controles fragmentados e processos improvisados tendem a enfrentar mais dificuldades.</p>
<p dir="ltr">Por outro lado, construtoras que investem em organiza&ccedil;&atilde;o, processos e tecnologia conseguem:</p>
<p dir="ltr">&bull; Aumentar produtividade<br />&bull; Reduzir desperd&iacute;cios<br />&bull; Melhorar previsibilidade<br />&bull; Diminuir depend&ecirc;ncia de m&atilde;o de obra<br />&bull; Proteger margens do projeto</p>
<p dir="ltr">Mais do que encontrar mais profissionais, o desafio do setor &eacute; utilizar melhor as equipes existentes.</p>
<h2 dir="ltr">Conclus&atilde;o</h2>
<p dir="ltr">A escassez de m&atilde;o de obra na constru&ccedil;&atilde;o civil &eacute; um desafio real, mas ela n&atilde;o pode ser analisada apenas sob a &oacute;tica da oferta de profissionais.</p>
<p dir="ltr">Em muitos casos, o verdadeiro problema est&aacute; na gest&atilde;o da obra.</p>
<p dir="ltr">Processos desorganizados, baixa previsibilidade e falta de controle operacional reduzem drasticamente a produtividade das equipes.</p>
<p dir="ltr">Construtoras que evoluem em gest&atilde;o conseguem enfrentar esse cen&aacute;rio com mais efici&ecirc;ncia.</p>
<p dir="ltr">No futuro da constru&ccedil;&atilde;o civil, vencer&atilde;o n&atilde;o apenas as empresas que tiverem mais pessoas &mdash; mas aquelas que souberem gerir melhor suas obras.</p>
<p>&nbsp;</p>
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