'/%3E%3Cmask id='mask0_48_2551' style='mask-type:alpha' maskUnits='userSpaceOnUse' x='0' y='0' width='24' height='24'%3E%3Crect width='24' height='24' fill='url(%23pattern1)'/%3E%3C/mask%3E%3Cg mask='url(%23mask0_48_2551)'%3E%3Crect width='24' height='24' fill='%23173B57'/%3E%3C/g%3E%3Cdefs%3E%3Cpattern id='pattern0' patternContentUnits='objectBoundingBox' width='1' height='1'%3E%3Cuse xlink:href='%23image0_48_2551' transform='scale(0.00195312)'/%3E%3C/pattern%3E%3Cpattern id='pattern1' patternContentUnits='objectBoundingBox' width='1' height='1'%3E%3Cuse xlink:href='%23image0_48_2551' transform='scale(0.00195312)'/%3E%3C/pattern%3E%3Cimage id='image0_48_2551' width='512' height='512' xlink:href='data:image/png;base64,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'/%3E%3C/defs%3E%3C/svg%3E)
Implementar uma estratégia de transformação digital é apenas o primeiro passo. Um roteiro de longo prazo é crucial para o sucesso. Este resumo gratuito em forma de infográfico apresenta os cinco pilares fundamentais que você precisa implementar para uma sólida estratégia da Indústria 4.0.
Use este resumo de uma página para criar uma estratégia de transformação digital de longo prazo que leve você até a implementação e ajude você a manter a dinâmica.
Está procurando um plano detalhado para criar sua estratégia de transformação? Estabeleça uma base sólida para a estratégia de Indústria 4.0 de sua empresa usando este white paper exclusivo.
Muito se fala sobre o uso de gêmeos digitais para descobrir novos fluxos de receita, otimizar processos e melhorar suas operações. Assista a este breve vídeo para saber como os gêmeos digitais podem ajudar você a acelerar seus objetivos de negócios.
Antes de começar um programa piloto de IIoT, saiba mais sobre as diferentes soluções oferecidas pelos tipos diferentes de fornecedores. Selecionar uma solução de IIoT alinhada às suas metas de negócios é crucial para o sucesso da transformação digital.
Dive deep into your processes to uncover hidden improvement opportunities. Detect patterns, prevent downtime, and reduce costs.
