Empowering an Autonomous Future
Digital engineering and the associated data are transforming the construction industry by enabling organizations to deliver on safety, quality, efficiency, productivity and ultimately projects that are on schedule and budget. Data provides the ability to apply a holistic, consolidated single source of truth that simplifies complex processes and supports best practices, e.g., advanced work packaging (AWP) and BIM. In turn, this enables all levels of the organization and ecosystem partners to achieve complete visibility of all aspects and details affecting the execution of projects. This helps to improve decision-making, collaboration and with establishing a foundation for successful asset and facilities management during the operations and mainte…
Empowering an Autonomous Future
Digital engineering and the associated data are transforming the construction industry by enabling organizations to deliver on safety, quality, efficiency, productivity and ultimately projects that are on schedule and budget. Data provides the ability to apply a holistic, consolidated single source of truth that simplifies complex processes and supports best practices, e.g., advanced work packaging (AWP) and BIM. In turn, this enables all levels of the organization and ecosystem partners to achieve complete visibility of all aspects and details affecting the execution of projects. This helps to improve decision-making, collaboration and with establishing a foundation for successful asset and facilities management during the operations and maintenance (O&M) phase of the facility.
In the face of recent inflationary pressures eroding project margins, profitability and supply chain disruptions, we have experienced domestic market consolidation. Adding to this is talent shortages, the entrance of overseas players and businesses having to compete to win projects. The construction industry is under ever-increasing pressure to drive competitive advantage. Instead of driving prices down, the savvier in the industry are choosing to win and profit in other ways. For example, delivering safety, quality, efficiency, and productivity through projects that are on schedule and on budget or that are profitable by improving the complex operating environment.
Many industry leaders within construction are looking for new ways to claim a competitive advantage with digital transformation. With the construction phase of projects equating to approximately 80% of an asset’s total installation costs, this phase is our biggest opportunity to affect the schedule and budget positively.
The ability to apply a holistic, consolidated single source of truth that simplifies complex processes and supports best practices (e.g., advanced work packaging and BIM) enables all levels of the organization and ecosystem partners to achieve complete visibility of all aspects and details affecting the execution of projects, improving decision-making and collaboration.
Hexagon’s Smart Digital Reality™ for industrial assets meets industry challenges head-on. The solution is infused with intelligence to automate processes and analytics Coupled with reality capture and automated work processes, Hexagon’s Portfolio Project Planning, Design, Construction, Operations and Maintenance software solutions can remove human errors and the need for intervention. This helps businesses to leverage an autonomous future.
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