---
title: "Como aumentar a confiabilidade de laudos NR-12 com padronização e rastreabilidade"
description: "Na prática industrial, a elaboração de laudos técnicos conforme a NR-12 ainda apresenta desafios recorrentes relacionados à falta de padronização, inconsistência nas análises e ausência de rastreabilidade das informações."
canonical: "http://blog.gautica.com/noticia/como-aumentar-a-confiabilidade-de-laudos-nr-12-com-padronizacao-e-rastreabilidade"
datePublished: "2026-05-20T00:00:00-03:00"
dateModified: "2026-05-20T00:00:00-03:00"
author: "Emerson Barbosa"
image: "https://jornal.gautica.com/Documentos/762135fd-5f27-42e9-8cd3-0d84944dee64.jpg"
type: "BlogPosting"
---

# Como aumentar a confiabilidade de laudos NR-12 com padronização e rastreabilidade

Na prática industrial, a elaboração de laudos técnicos conforme a NR-12 ainda apresenta desafios recorrentes relacionados à falta de padronização, inconsistência nas análises e ausência de rastreabilidade das informações.

Publicado em: 20/05/2026  
Autor: [Emerson Barbosa](https://blog.gautica.com/colunistas/emerson-barbosa)  
Fonte canônica: http://blog.gautica.com/noticia/como-aumentar-a-confiabilidade-de-laudos-nr-12-com-padronizacao-e-rastreabilidade

![Como aumentar a confiabilidade de laudos NR-12 com padronização e rastreabilidade](https://jornal.gautica.com/Documentos/762135fd-5f27-42e9-8cd3-0d84944dee64.jpg)

Na prática industrial, a elaboração de laudos técnicos conforme a NR-12 ainda apresenta desafios recorrentes relacionados à falta de padronização, inconsistência nas análises e ausência de rastreabilidade das informações.

Essas falhas podem comprometer não apenas a conformidade normativa, mas também a efetividade das medidas de segurança implementadas, expondo empresas a riscos operacionais e passivos legais.

**A importância de uma abordagem estruturada**

Em projetos reais de adequação à NR-12, é comum encontrar equipamentos operando com níveis de risco elevados, muitas vezes sem critérios claros de priorização e sem controle efetivo das ações corretivas.

Em um estudo recente conduzido em ambiente industrial, foi possível identificar equipamentos com índices de risco elevados (HRN superiores a 100), classificados como significantes ou altos, especialmente relacionados a:

- Contato com partes móveis rotativas;
- Partida inesperada de máquinas;
- Riscos de origem elétrica;
- Projeção de cavacos ou peças;
- Exposição ao ruído;
- Queda ou escorregamento.

A ausência de uma metodologia estruturada dificultava a gestão desses riscos e a definição de prioridades de adequação.

**Da análise à redução efetiva dos riscos**

Com a aplicação de uma metodologia técnica baseada na NR-12 e na NBR ISO 12100, foi possível estruturar o processo de análise e tratamento dos riscos.

A utilização de critérios quantitativos, como o HRN (Hazard Rating Number), permitiu não apenas identificar os riscos, mas também mensurar sua criticidade e priorizar ações de forma objetiva.

Como resultado, observou-se:

- Redução significativa dos níveis de risco após implementação das medidas;
- Padronização das análises entre diferentes equipamentos;
- Melhoria na tomada de decisão técnica;
- Maior clareza na definição das prioridades de intervenção.

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)

Além disso, a criação de um ranking de máquinas com base na criticidade possibilitou direcionar esforços para os equipamentos com maior potencial de risco.

**Gestão de ações: o ponto crítico dos projetos**

Um dos principais gargalos em projetos de adequação à NR-12 não está apenas na identificação dos riscos, mas na gestão das ações corretivas.

Entre as principais medidas implementadas, destacam-se:

- Implantação de programas de bloqueio e etiquetagem (LOTO);
- Criação de checklists operacionais para verificação de segurança;
- Adequação de sistemas elétricos e proteção contra acesso indevido;
- Organização do ambiente de trabalho e sinalização de riscos;
- Definição de procedimentos seguros de operação (setup mode).

A consolidação dessas ações dentro de um sistema estruturado permitiu acompanhar a evolução das adequações e garantir maior controle sobre o processo.

**O papel da tecnologia na padronização dos laudos**

A complexidade envolvida na gestão de múltiplos equipamentos, riscos e recomendações exige o uso de ferramentas que garantam organização, consistência e rastreabilidade das informações.

Nesse contexto, a utilização de sistemas especializados para gestão de inspeções e geração de relatórios técnicos tem se mostrado um diferencial significativo.

Ferramentas como a Gautica permitem:

- Padronização dos laudos técnicos;
- Centralização das informações de inspeção;
- Rastreabilidade das análises realizadas;
- Gestão estruturada das recomendações;
- Geração de relatórios consistentes e auditáveis.

Na prática, isso reduz falhas operacionais, aumenta a confiabilidade dos documentos e melhora a percepção de valor por parte dos clientes.

**A importância do profissional legalmente habilitado**

Apesar do avanço das ferramentas tecnológicas, é fundamental destacar que a qualidade de um laudo técnico está diretamente relacionada à atuação do profissional responsável.

A interpretação normativa, a experiência de campo e a capacidade de análise crítica são elementos indispensáveis para garantir que as recomendações sejam adequadas à realidade operacional de cada empresa.

Empresas especializadas, como a EMSEG Engenharia, atuam na elaboração de laudos técnicos e projetos de adequação conforme as exigências da NR-12, aliando conhecimento técnico, experiência prática e uso de ferramentas especializadas para garantir resultados consistentes.

**Conclusão**

A confiabilidade de um laudo NR-12 não depende apenas do cumprimento formal da norma, mas da integração entre metodologia técnica, gestão eficiente das informações e experiência prática em campo.

A adoção de processos estruturados, aliada ao uso de ferramentas adequadas, permite não apenas atender aos requisitos legais, mas elevar o nível de segurança e organização das operações industriais.

Nesse contexto, a GAUTICA atua como uma aliada estratégica para empresas e profissionais que buscam transformar a elaboração de laudos e análises de risco em um processo mais padronizado, seguro e orientado por dados. Com recursos voltados à gestão de inspeções, centralização das informações, acompanhamento de recomendações e geração de relatórios técnicos consistentes, a plataforma contribui para reduzir falhas operacionais e fortalecer a tomada de decisão. [Clique aqui](https://gautica.com/) e saiba mais sobre a GAUTICA!

Em um cenário cada vez mais exigente, investir em qualidade técnica e rastreabilidade deixa de ser um diferencial e passa a ser uma necessidade para empresas que buscam segurança, conformidade e eficiência operacional. Saiba mais sobre a EMSEG! [Clique aqui!](https://emsegengenharia.com.br/laudos-e-programas/laudo-nr12/)
