Dobra no ar versus dobra por baixo para peças de chapa metálica de precisão – SanJun Hardware
Bending do ar contra Bending inferior para partes de metal de folha de precisão

Bending do ar contra Bending inferior para partes de metal de folha de precisão

Introdução: A Fundação de Fabricação de Precisião

A tecnologia moderna depende de casos externos fortes, desde kiosques hospitalares até estações de carga de veículos elétricos. A concha deve corresponder à qualidade das partes internas. Uma estrutura fraca pode causar falha de equipamento, danos parciais, ou aparência ruim que os clientes rejeitam hoje. A curva de metal de folha fica no centro da construção destes casos duros, exatos e bonitos. Não todas as maneiras de dobrar funcionam da mesma forma. Para as empresas que precisam de força constante e equipamento perfeito, escolher entre “Air Bending” e “Bottom Bending” importa muito. Afecta a precisão, o preço e o rápido que o produto chega ao mercado.

O papel crítico da inclinação em aglomerados modernos

O trabalho de metal de folhas transforma folhas planas em formas 3D através de passos como cortar, dobrar e se juntar. A parte de dobramento cria a forma final. Precisa de um controle cuidadoso da pressão e do ângulo para obter a forma certa sem desvios ou quebramentos. Essa precisão é necessária para itens como Anexo de Kiosk de Autoserviço Hospital e IP65 Autoserviço Terminal de Máquinas Integradas Shells. Eles devem manter partes delicadas como impressoras, telas e leitores de cartões sem lacunas.

Hardware de San Jun: mestres da geometria de metal de folhas

San Jun Hardware se foca em fazer peças e casos para campos exigentes como exibição, educação, medicina, poder, casa e novos usos de energia. A empresa começou em 2010. É uma fábrica de 5.000 metros quadrados com ferramentas modernas, incluindo freios de press ão CNC AMADA e cortadores de laser de fibras. Isso mostra seu foco em objetos de metal de alta qualidade. Nossa habilidade vem da escolha do método de dobramento certo. Assim, cada parte personalizada corresponde exatamente aos seus planos, acelera a entrega e melhora a linha de abastecimento.

Os mecanismos de inclinação de metal de folhas

Antes de comparar ar e dobramento inferior, pegue a maneira básica como a folha metal se dobra em um freio de imprensa.

The Press Brake: A Ferramenta Essencial para Formar Metal

Os trabalhadores usam um freio de imprensa para dobrar. Ele tem um golpe no topo e uma morte abaixo, muitas vezes uma forma V. A folha reposa na abertura V. O golpe desce para empurrar o metal e formar o ângulo. Hardware de San Jun tem três travões de press ão AMADA CNC. Isso permite controle rigoroso dos ângulos para produtos avançados.

O Princípio Fundamental: A configuração de V-Die

Não importa o método, o objetivo permanece o mesmo: atinge o ângulo e o raio de dobra necessários. Mas o golpe o contato com a folha e morrer muda a abordagem.

Bending Aéreo: Flexibilidade e Tonagem Minima

O dobramento do ar é o caminho habitual e adaptável hoje’ s lojas de metal de folhas. Ela traz grandes benefícios em variedade e velocidade, mas tem seus próprios problemas.

Definir o Processo: Precisião através da Medição do ângulo

No dobramento do ar, o golpe força a folha para o V-die. O metal não toca completamente os lados inferiores. Só se descansa nas margens de morte, com espaço abaixo. O ângulo de dobramento vem do quão profundo o golpe vai, não da forma da ferramenta. Modernos freios de imprensa CNC, como aqueles em San Jun Hardware, lidam bem com esse controle de profundidade.

 

Precisião de inclinação do ar através da medição do ângulo

Avantagens para execuções de geometria complexa e baixo volume

A dobra do ar precisa de menos pressão do que outras maneiras. Isto se encaixa em grandes partes ou folhas grossas quando a energia da máquina é limitada. Um conjunto de mortes, digamos um V de 90 graus, pode fazer muitos ângulos -- afiados, amplos, ou direitos. Isso corta o tempo de configuração e dá mais escolhas. Muitas lojas o escolhem para diversos trabalhos personalizados.

O desafio da Springback e Variabilidade Material

O desvantagem principal é a primavera. O metal tenta suavizar um pouco depois de a pressão parar. A dobragem do ar depende da dobragem excessiva para corrigir isto. Pequenas mudanças na espessura ou força das folhas podem mudar o ângulo final. Isso dificulta as tolerâncias rigorosas em alguns empregos.

Bending Bottom (Coining): Achar a máxima exactidão e repetibilidade

A dobra inferior, às vezes ligada à moeda em sua forma forte, usa pressão pesada e contato completo para resultados estáveis e ataques próximos.

Definir o Processo: Forçar o Material para a Morte

Aqui, o golpe empurra a folha fortemente para a morte até tocar em todos os lados. As ferramentas coincidem de perto com o ângulo procurado. Em moedas inteiras, uma força enorme diminui ligeiramente o metal e impede quase completamente a recuperação. O dobramento regular do fundo aplica forte pressão para bloquear o ângulo das ferramentas.

 

Forças Bottom Bending o Material para a Morte

Avantagens para alta precisão e repetibilidade

A dobra inferior dá melhor exactidão e os mesmos resultados cada vez. O metal deve seguir a forma da ferramenta. Os ângulos permanecem constantes mesmo com pequenas diferenças materiais. As lojas o usam para partes que precisam de adaptações muito próximas, como pequenos objetos personalizados ou equipamento médico.

Desvantagens: maior tonagem e ferramentas dedicadas

Ela exige muito mais energia máquina -- muitas vezes três a cinco vezes dobrando o ar. Diferentes ângulos ou espessuras geralmente precisam de ferramentas especiais. Isso aumenta os custos de arranque e troca de tempo.

Precision Bending in Practice: San Jun Hardware’ s Approach

Para uma empresa como San Jun Hardware que fornece quadros metálicos chave para campos tecnológicos, usando ambas as maneiras ajuda a satisfazer necessidades variadas. - Seguimos regras de qualidade GB/T19001-2008 (idt ISO9001:2008).

Aumentar o AMADA CNC Press Brakes para a Seleção de Tecnologia Optima

San Jun Hardware usa seus travões de prema CNC AMADA para controle exato. - Os trajes de dobramento do ar variavam em corridas únicas. A dobragem inferior encaixa em grandes lotes que precisam de ângulos constantes. Nós mantemos tolerâncias como /- 0,4 mm em geral e /- 0,2 mm de dobramento para buraco.

Estudo de Casos: Extreme Resilience (IP65 Outdoor Enclosures)

O Outdoor Custom Digital Signage Shell IP65 enfrenta um clima difícil. Para atingir a classificação IP65 contra água e pó, as dobras devem formar selos apertados. - ângulos estáveis da dobra dobrada cortar lacunas para a umidade. Frequentemente, quadros de alumínio ajudam a escapar de calor em pontos quentes. O hardware de San Jun faz casos personalizados para mercados mundiais, resolvendo problemas como refrigeração em lugares difíceis através de curvas precisas.

 

IP 65 Design Outdoor Waterproof Touch Display Advertise Enclosure

Seleção estratégica: escolher o método de inclinação direita

Escolhar ar ou dobramento inferior depende de detalhes parciais e tamanho de execução.

Factores chave: Requisitos de material, espessura e tolerância

Prototipos ou ângulos estranhos com pequenas corridas frequentemente encaixam na dobra do ar mudanças rápidas e custos menores. Nossa equipe lida com as matemáticas springback. Para precisão superior como /- 0,1 mm de curvas, curva inferior funciona melhor, mesmo com mais energia necessária. O hardware de San Jun maneja materiais de aço inoxidável para alumínio e aço laminado a frio, através de passos completos para verificações.

Design for Manufacturability (DFM) and Cost Optimization

Nós damos revisões de desenho para detectar problemas cedo. Usar dobramento do ar para formas e fundos variados para pontos-chave ajuda a reduzir custos e empregos de velocidade, mantendo a qualidade alta.

Conclusão: Bending Excellence Driving Industry Solutions

Bending sheet metal parece básico, mas ele impulsiona o sucesso hoje’ s itens complexos. De casos para gabinetes de autoserviço inteligente para novas partes de energia ou unidades de exibição ocupadas, a escolha entre ar e balanço de dobramento inferior precisa. Com pessoal qualificado e frenos de imprensa da AMADA CNC, San Jun Hardware fornece qualidade confiável a preços justos. Cada parte ganha força e apta para ajudar os produtos a atingir os mercados rápido.

FAQ

Q: Qual método de dobramento o hardware de San Jun utiliza tipicamente para seus encerramentos de kiosk personalizados?  

A: San Jun Hardware emprega freios avançados de imprensa CNC, como AMADA CNC freios de imprensa, e seleciona a técnica óptima (ou dobramento de ar para versatilidade ou dobramento de fundo para alta precisão) baseada no material, requisitos de tolerância e complexidade de projeto do encerramento específico.

Q: Quais materiais estão disponíveis para os processos de dobramento de precisão?  

A: Trabalhamos com uma variedade de materiais, incluindo a ço laminado a frio, aço eletrolítico, aço galvanizado, aço inoxidável e alumínio, adaptados a requisitos de aplicação como resistência à corrosão ou força.

Q: Como a curvatura de precisão assegura a classificação de prova de água para a Shell Custom Digital Signage IP65?  

A: A dobragem de precisão assegura uma variação mínima nos ângulos e bordos retas, o que é crítico para criar articulações fortemente montadas e superfícies de selagem confiáveis necessárias para manter a classificação IP65 de prova de água e teto de pó em ambientes exteriores difíceis.

Q: Que tolerâncias pode o Hardware de San Jun alcançar durante o processo de dobramento?  

A: Toleranças típicas de dobramento para formação e dobramento são /- 0,4 mm, e tolerências de posicionamento de precisão para dobramento para buraco ou características são /- 0,2 mm.

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    Sim. Apoiamos uma MOQ de 1PC, não é necessária a criação de moldes. Todas as caixas personalizadas de chapa metálica podem ser produzidas diretamente de acordo com o seu design.
    Sim, aceitamos fabrico de chapa metálica personalizado estritamente com base nos seus desenhos 2D/3D. Fornecemos verificação DFM gratuita, seguimos os seus requisitos exatos de material, tolerância e acabamento. Estão disponíveis tanto protótipos como produção em massa, com controlo de qualidade total e embalagens de exportação standard.
    Com certeza. Envie-nos as dimensões do seu produto, a função de montagem, o cenário de uso e as exigências de desempenho. Nossa equipe de chapas metálicas oferece projeto estrutural gratuito, ajuste de soluções e análise DFM. Você não precisa preparar desenhos; nós cuidamos de todo o trabalho de projeto, do esboço ao desenho de produção, para que você economize custos e riscos de P&D. Revisamos os desenhos repetidamente para atender perfeitamente às suas necessidades de montagem.
    Fornecemos revisão de desenhos DFM 24H e cotação formal após a receção dos seus requisitos técnicos.
    Sim. Oferecemos prototipagem rápida de amostras de acordo com os seus desenhos, ajudando-o a verificar a estrutura e o tamanho antes de uma encomenda em massa.
    Todos os nossos produtos obtiveram as certificações ISO9001, EMC, LVD e RoHS. Cumprimos integralmente as normas globais de segurança e qualidade, fornecendo soluções estáveis e confiáveis para todas as aplicações de projetos.
    Operamos a nossa própria fábrica e fornecemos produção completa interna "one-stop". Um controlo de processo rigoroso e uma gestão de qualidade padronizada garantem uma qualidade de produto estável e entregas pontuais, construindo parcerias globais fiáveis a longo prazo.
    Processamos uma gama completa de materiais de chapa metálica padrão e de alto desempenho, incluindo aço inoxidável (304/316), alumínio (5052/6061), aço laminado a frio/quente, aço galvanizado, latão e cobre. Podemos também adquirir materiais especiais de acordo com os requisitos do seu projeto.
    A nossa tolerância padrão de maquinagem é de ±0,1 mm para corte a laser e dobragem. No caso de peças de alta precisão, podemos atingir ±0,05 mm, dependendo da espessura do material e da estrutura da peça. Todas as dimensões são inspecionadas de acordo com a norma 100% antes da entrega, para cumprir os seus requisitos.
    Sim, prestamos serviços completos de tratamento de superfícies, incluindo pintura a pó, pintura, anodização, jateamento de areia, escovagem, galvanoplastia, passivação, polimento e tratamento térmico. Podemos personalizar cores e efeitos de acordo com o seu design.
    Sim, assinamos sempre um NDA (Acordo de Não Divulgação) antes de receber quaisquer desenhos ou detalhes de design dos clientes. Protegemos rigorosamente a sua propriedade intelectual e mantemos todos os seus projetos confidenciais.
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    <style> .product-gallery{display:grid;grid-template-columns:repeat(2,1fr);gap:16px;margin:24px 0;} .product-gallery-item{margin:0;border:1px solid #e5e7eb;border-radius:6px;overflow:hidden;background:#fff;} .product-gallery-item img{width:100%;height:auto;display:block;} .product-gallery-item figcaption{font-size:13px;color:#555;padding:8px 10px;line-height:1.4;} .button-link{display:inline-block;padding:12px 26px;background:#1a4d8f;color:#fff!important;text-decoration:none;border-radius:4px;font-weight:600;margin:8px 0;} .has-text-align-center{text-align:center;} table{border-collapse:collapse;width:100%;margin:16px 0;} table td{border:1px solid #e5e7eb;padding:8px 12px;vertical-align:top;} </style> <div class="&#039;wp-block-group" alignfull&#039;> <p class="&#039;has-text-align-center&#039;"><strong>FABRICADO SOB ENCOMENDA – PEDIDO MÍNIMO: 1 PEÇA</strong></p> <h2 class="&#039;has-text-align-center&#039;">Gabinete personalizado em chapa metálica para mini PC/reprodutor de mídia com recortes precisos para HDMI, USB e RJ45.</h2> <p class="&#039;has-text-align-center&#039;"><strong>Chapas metálicas personalizadas, não padronizadas.</strong> – Projetado especificamente para sua placa-mãe e layout de conectores.</p> </div> <div class="&#039;product-gallery&#039;" style="&#039;display:grid;grid-template-columns:repeat(2,1fr);gap:16px;margin:24px" 0;&#039;> <figure class="&#039;product-gallery-item&#039;"><img 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alt="&#039;Personalizado" sheet metal electronic enclosure front panel with precision hdmi, usb and rj45 cutouts, black powder coated finish side mounting flanges.&#039; loading ="&#039;lazy&#039;"><figcaption>Painel frontal personalizado em chapa metálica para gabinete eletrônico com recortes precisos para HDMI, USB e RJ45, acabamento em pintura eletrostática preta e flanges de montagem lateral.</figcaption></figure> <figure class="&#039;product-gallery-item&#039;"><img 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alt="&#039;Dentro" view of a custom sheet metal chassis showing precision laser cutouts, ventilation holes and internal mounting points for electronics.&#039; loading="&#039;lazy&#039;"><figcaption>Vista interna de um chassi personalizado em chapa metálica, mostrando recortes a laser de precisão, orifícios de ventilação e pontos de montagem internos para componentes eletrônicos.</figcaption></figure> <figure class="&#039;product-gallery-item&#039;"><img 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alt="&#039;Personalizado" sheet metal enclosure with removable top cover, showing fold-and-tab assembly and clean internal layout for easy pcb access.&#039; loading="&#039;lazy&#039;"><figcaption>Caixa personalizada em chapa metálica com tampa superior removível, mostrando a montagem por encaixe e o layout interno limpo para fácil acesso à placa de circuito impresso.</figcaption></figure> <figure class="&#039;product-gallery-item&#039;"><img 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alt="&#039;Lado" view of a custom sheet metal enclosure showing mounting holes, clean seams and robust construction.&#039; loading="&#039;lazy&#039;"><figcaption>Vista lateral de uma caixa de metal personalizada, mostrando os furos de montagem, as juntas bem acabadas e a construção robusta.</figcaption></figure> </div> <ul> <li>Recortes precisos a laser para HDMI, USB e RJ45 no painel frontal, compatíveis com o layout da sua placa.</li> <li>Aço laminado a frio SPCC ou alumínio 5052/6063 com acabamento em pintura eletrostática preta ou anodizado.</li> <li>Flanges integradas para montagem em parede/painel com furos de montagem oblongos</li> <li>Caixa metálica contínua com pontos de aterramento para conformidade com EMI.</li> <li>Tampa superior removível com sistema de fixação dobrável para facilitar a montagem e o acesso para manutenção.</li> <li>Padrões de ventilação e recortes para ventiladores projetados de acordo com sua carga térmica.</li> </ul> <hr> <h2>Você compra capacidade de produção, não um produto fixo.</h2> <p>Cada gabinete nesta página foi construído para um projeto específico. <strong>As dimensões, os materiais, a disposição dos conectores, o estilo da tampa e as entradas de cabos são todos definidos por você.</strong> – Nós cuidamos do projeto da estrutura, do planejamento do processo, da fabricação e dos testes. Esta página mostra o que já fizemos e o que podemos fazer por você. <strong>seu</strong> projeto.</p> <ul> <li>Aço galvanizado SPCC/SGCC / Aço inoxidável SUS304 / Alumínio 5052/6063</li> <li>Corte a laser, puncionamento CNC, estampagem e dobra CNC.</li> <li>Soldagem por pontos, soldagem a arco de argônio ou soldagem a laser de costura completa.</li> <li>Revestimento em pó preto, anodização, escovação, galvanização.</li> <li>Tolerância padrão de +/-0,1 mm, ultraprecisão opcional de +/-0,05 mm.</li> <li>Solução completa: projeto -&gt; fabricação -&gt; tratamento de superfície -&gt; montagem</li> </ul> <hr> <h2>Visão geral do produto</h2> <p>Fabricamos <strong>Gabinetes eletrônicos personalizados em chapa metálica e chassis de formato pequeno (SFF)</strong> Para mini PCs, reprodutores de mídia, controladores industriais, dispositivos de sinalização digital, thin clients e sistemas de computação embarcados. O gabinete mostrado aqui foi projetado para uma placa-mãe compacta com entradas frontais para HDMI, USB-A, Ethernet RJ45 e alimentação CC – ideal para reprodutores de mídia plug-and-play, gateways de IoT e unidades HMI industriais.</p> <p>Cada chassi é produzido a partir do seu desenho CAD ou esboço à mão: cortado a laser ou perfurado por CNC, dobrado com precisão, soldado ou fixado e finalizado com uma camada durável de pintura eletrostática a pó preta (aço) ou anodizada (alumínio). Os recortes para conectores, os padrões de ventilação e os pontos de fixação internos são ajustados ao seu projeto de placa de circuito impresso e sistema térmico, de modo que o gabinete chegue pronto para montagem e testes.</p> <h3>Principais características de nossos gabinetes eletrônicos personalizados</h3> <ul> <li><strong>Recortes de E/S personalizados</strong> – Aberturas para HDMI, USB-A, Ethernet RJ45, conector de alimentação CC, áudio e botão de reset, cortadas exatamente nas posições dos seus conectores.</li> <li><strong>Flexibilidade do material</strong> – Aço laminado a frio SPCC, aço galvanizado SGCC, aço inoxidável SUS304 ou alumínio 5052/6063</li> <li><strong>Acabamentos protetores</strong> – Revestimento em pó preto, anodização, escovação, galvanização ou serigrafia</li> <li><strong>Pronto para montagem</strong> – Flanges laterais integradas com furos oblongos ou escareados para montagem em parede, painel ou VESA</li> <li><strong>Acesso fácil</strong> – Tampa superior removível fixada por abas dobráveis ​​ou parafusos; inserções e espaçadores PEM disponíveis</li> <li><strong>Vedação ambiental</strong> – Design padrão de estrutura aberta; opções de vedação IP54-IP55 disponíveis.</li> <li><strong>Tolerâncias rigorosas</strong> – Precisão padrão de +/- 0,1 mm, com ultraprecisão de +/- 0,05 mm disponível.</li> </ul> <hr> <h2>Dificuldades típicas do comprador</h2> <ul> <li>Os fornecedores não conseguem manter tolerâncias rigorosas em padrões de recorte complexos.</li> <li>Rebarbas e arestas vivas exigem retrabalho dispendioso antes da montagem da placa de circuito impresso.</li> <li>Qualidade inconsistente entre os lotes de protótipo e de produção.</li> <li>Longos prazos de entrega estão impedindo o lançamento do seu produto.</li> <li>Altos custos de ferramental para projetos de baixo volume ou únicos.</li> <li>Má comunicação quando os desenhos precisam de ajustes.</li> </ul> <h2>Como SanJun os resolve</h2> <ul> <li>Precisão padrão de +/-0,1 mm, precisão ultra-alta de +/-0,05 mm disponível.</li> <li>Rebarbação completa e acabamento de bordas como padrão</li> <li>Consistência entre protótipo e produção com controle de qualidade em processo.</li> <li>Protótipo em 7 a 10 dias, produção em 15 a 25 dias.</li> <li>Sem custos de ferramental para peças cortadas a laser e dobradas por CNC</li> <li>Contato direto com engenheiros e feedback rápido sobre a fabricação (DFM) dos seus desenhos.</li> </ul> <hr> <h2>Projeto CAD gratuito pronto para produção</h2> <p>Sem desenhos? Sem problema. Envie as dimensões da sua placa-mãe, o layout dos conectores e os requisitos de espaço livre – nossos engenheiros resolvem para você. <strong>Desenhos CAD prontos para fabricação, gratuitos.</strong>, economizando mais de US$ 500 em taxas de design de terceiros e semanas de trabalho de engenharia.</p> <div class="&#039;wp-block-buttons&#039;"> <p><a class="&#039;button-link&#039;" href="/pt/&/#039;https://www.sansteed.com/contact-us/&#039;">Obtenha meu projeto CAD gratuito</a></p> </div> <ul> <li><strong>MOQ 1</strong> Peça – Amigável ao protótipo</li> <li><strong>+/-0,1 mm</strong> Tolerância padrão</li> <li><strong>7-10</strong> Dias até o primeiro protótipo</li> <li><strong>ISO 9001</strong> Direto da fábrica, certificado</li> </ul> <hr> <h2>O que você pode personalizar</h2> <h3>Dimensões e layout</h3> <p>Dimensões totalmente personalizadas, adequadas à sua placa-mãe, fonte de alimentação, banco de baterias e espaço para manutenção.</p> <h3>Material e espessura</h3> <p>SPCC, SGCC galvanizado, SUS304 ou alumínio 5052/6063; 0,8-3,0 mm conforme requisitos estruturais e orçamentários.</p> <h3>Grau de proteção</h3> <p>Estrutura aberta padrão; vedação IP54-IP55 com juntas e prensa-cabos para ambientes mais severos.</p> <h3>Cobertura e Acesso</h3> <p>Tampa superior/inferior removível, painéis de acesso frontal ou traseiro, tampas articuladas, modelos com parafusos ou encaixe deslizante.</p> <h3>Entrada de cabo</h3> <p>Entradas inferiores, laterais ou traseiras, posições de prensa-cabos seladas e recortes para conectores de acordo com seu projeto de fiação.</p> <h3>Sistema Térmico</h3> <p>Aberturas de ventilação, recortes para ventiladores, dissipadores de calor ou dutos de ar forçado – projetados de acordo com a sua carga térmica.</p> <hr> <h2>Capacidade e especificações de fabricação</h2> <table> <tr> <td>Opções de materiais</td> <td>Aço galvanizado SPCC/SGCC / Aço inoxidável SUS304 / Alumínio 5052/6063</td> </tr> <tr> <td>Faixa de espessura</td> <td>0,8 – 3,0 mm (por função e carga da peça)</td> </tr> <tr> <td>Grau de proteção</td> <td>Estrutura aberta padrão; IP54 – IP65 opcional</td> </tr> <tr> <td>Tratamento da superfície</td> <td>Pintura a pó / anodização / escovado / zincagem / serigrafia</td> </tr> <tr> <td>Tolerância</td> <td>+/-0,1 mm padrão; +/-0,05 mm ultraprecisão opcional</td> </tr> <tr> <td>Processos</td> <td>Corte a laser, puncionamento CNC, estampagem, dobra CNC, rosqueamento, rebitagem.</td> </tr> <tr> <td>Suwelding</td> <td>Soldagem por pontos / soldagem a arco de argônio / soldagem a laser de costura completa</td> </tr> <tr> <td>Assembleia</td> <td>Inserção de hardware, submontagem, suporte de chicote de fios</td> </tr> <tr> <td>Opções de acabamento</td> <td>Rebarbação, retificação, serigrafia, marcação a laser</td> </tr> <tr> <td>Embalagem</td> <td>Caixa de madeira compensada de qualidade para exportação com película antiferrugem</td> </tr> </table> <p><em>Todos os parâmetros são ajustáveis ​​ao seu projeto. Entre em contato conosco para uma proposta de engenharia personalizada.</em></p> <hr> <h2>Como Trabalhamos com Você – Da Solicitação de Cotação à Entrega</h2> <ol> <li><strong>Etapa 1 – 24h – Enviar Requisitos</strong><br />Dimensões, layout do módulo ou até mesmo um esboço à mão – qualquer formato funciona.</li> <li><strong>Etapa 2 – Gratuita – Revisão de Engenharia</strong><br />Nossos engenheiros analisam a viabilidade de fabricação e propõem otimizações estruturais.</li> <li><strong>Etapa 3 – Gratuita – Projeto CAD</strong><br />Desenhos prontos para produção, entregues para sua confirmação. Revisões ilimitadas até a aprovação.</li> <li><strong>Etapa 4 – 7-10d – Protótipo</strong><br />Primeiro artigo produzido com relatório completo de controle de qualidade e fotos para sua aprovação.</li> <li><strong>Etapa 5 – 15-25d – Produção em Massa</strong><br />Fabricação em lotes com inspeção em processo em cada etapa crítica.</li> <li><strong>Etapa 6 – Entrega e Suporte</strong><br />Embalagem para exportação em madeira compensada, frete FOB/CIF/DDP, garantia de 12 a 24 meses.</li> </ol> <hr> <h2>Controle de qualidade antes de cada envio</h2> <ul> <li><strong>Verificação dimensional</strong> – cada peça verificada em relação aos desenhos CAD aprovados</li> <li><strong>Verificação da aderência do revestimento</strong> – teste de ranhuras cruzadas em superfícies revestidas a pó e anodizadas</li> <li><strong>Teste de vedação</strong> – os invólucros foram verificados em relação à classificação IP acordada</li> <li><strong>Teste de resistência à poeira</strong> – simula a exposição prolongada à poeira em campo.</li> <li><strong>Inspeção de solda e aparência</strong> – Qualidade da costura e acabamento da superfície</li> </ul> <p>Relatórios de inspeção de qualidade e fotos são fornecidos com cada pedido, para que você possa confirmar a qualidade do trabalho realizado. <strong>antes que as mercadorias saiam de nossa fábrica</strong>Inspeções de terceiros (SGS / TUV / BV) são bem-vindas.</p> <div class="&#039;wp-block-buttons&#039;"> <p><a class="&#039;button-link&#039;" href="/pt/&/#039;https://www.sansteed.com/contact-us/&#039;">Solicitar amostra de relatório de controle de qualidade</a></p> </div> <hr> <h2>Preços e Condições Comerciais – Sem Surpresas</h2> <p><strong>Orçamento em 24 horas</strong><br />Envie as especificações e receba um orçamento direto da fábrica em um dia útil. Preços especiais para grandes volumes: o custo unitário geralmente cai de 30% a 50% para pedidos acima de 100 unidades.</p> <p><strong>Pagamento</strong><br />Pagamento: 30% de entrada via transferência bancária (T/T), saldo de 70% antes do envio. Para pedidos de amostra e parcerias de longo prazo, oferecemos condições flexíveis.</p> <p><strong>Envio</strong><br />FOB, CIF e DDP disponíveis. Caixa de madeira compensada de qualidade para exportação com película anticorrosiva como padrão.</p> <p><strong>Garantia</strong><br />Garantia de 12 a 24 meses contra defeitos de fabricação. Serviço pós-venda ágil com suporte para peças de reposição.</p> <hr> <h2>Comprovado em campo</h2> <p>A SanJun Hardware fornece chassis personalizados e peças estruturais de precisão para <strong>fabricantes de equipamentos industriais, integradores de automação e fabricantes de eletrônicos</strong> mundialmente. <strong>Fabricantes de equipamentos originais (OEMs) globais confiam em nós para o fornecimento de suas peças de produção.</strong> – A maioria começou com um lote protótipo e depois aumentou a escala para um fornecimento contínuo.</p> <ul> <li><strong>2,500+</strong> Peças de precisão e chassis entregues em todo o mundo.</li> <li><strong>+/-0,05 mm</strong> Capacidade de tolerância de ultraprecisão</li> <li><strong>100+</strong> Projetos personalizados concluídos por ano</li> </ul> <hr> <h2>Perguntas Frequentemente Fazidas</h2> <h3>Qual é a quantidade mínima de pedido?</h3> <p>A quantidade mínima para encomenda é de 1 peça. Aceitamos encomendas de protótipos e pequenos lotes para que possa validar o design antes de aumentar a produção.</p> <h3>Você consegue projetar a estrutura mesmo que não tenhamos os desenhos?</h3> <p>Sim. O projeto de desenhos CAD prontos para produção é o nosso principal serviço, sem custo adicional. Forneça as dimensões da sua placa-mãe, o layout dos conectores e os requisitos de folga, e nossos engenheiros criarão desenhos prontos para fabricação para sua aprovação.</p> <h3>Quais formatos de desenho vocês aceitam?</h3> <p>Aceitamos esboços em STEP, IGS, DWG, DXF e PDF. Até mesmo um esboço à mão com as dimensões principais é suficiente para começar.</p> <h3>Como faço para enviar um orçamento? Quais são as condições de pagamento?</h3> <p>Cotação direta da fábrica em até 24 horas após o recebimento de suas necessidades. Pagamento por T/T (30% de entrada, 70% antes do envio). Condições de envio FOB, CIF e DDP disponíveis.</p> <h3>Qual é o prazo de entrega típico?</h3> <p>As amostras levam de 7 a 10 dias; a produção em massa leva de 15 a 25 dias, dependendo da quantidade e dos requisitos de tratamento de superfície.</p> <h3>O invólucro pode atingir proteção IP55 ou superior?</h3> <p>Sim. Nosso design padrão de estrutura aberta pode ser aprimorado com juntas, prensa-cabos e tampas seladas para proteção IP54-IP65.</p> <h3>Vocês fazem envios internacionais?</h3> <p>Sim, exportamos para todo o mundo com embalagens de madeira compensada de alta qualidade para exportação e aceitamos os termos de envio FOB, CIF e DDP.</p>
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