Forecast Period
|
2024-2028
|
Market Size (2022)
|
USD 2.08 Billion
|
CAGR (2023-2028)
|
9.19%
|
Fastest Growing Segment
|
Business
& Operations Optimization
|
Largest Market
|
North
America
|
Market Overview
Global
Electrical Digital Twin Market was valued at USD 2.08 billion in 2022 and is
anticipated to project robust growth in the forecast period with a CAGR of 9.19%
through 2028.
The electrical
digital twin market refers to a rapidly evolving sector within the broader
digital twin technology landscape, focused on creating virtual, computer-based
replicas of electrical systems and components. These digital representations
faithfully mimic the physical attributes and behaviours of electrical
infrastructure, including power grids, distribution networks, substations,
transformers, and individual devices.
This market
leverages advanced technologies such as the Internet of Things (IoT),
artificial intelligence (AI), and data analytics to create accurate and dynamic
virtual models of electrical systems. These digital twins enable real-time
monitoring, analysis, and simulation of electrical assets and processes, offering
valuable insights for various industries, including energy, manufacturing,
utilities, and beyond.
Key objectives
of the electrical digital twin market include improving energy efficiency,
optimizing electrical grid management, enhancing asset maintenance, and
ensuring regulatory compliance. By harnessing the power of digital twins,
organizations can make informed decisions, minimize downtime, reduce energy
consumption, and enhance the overall reliability and performance of their
electrical infrastructure.
As the demand
for efficient, sustainable, and resilient electrical systems continues to rise,
the electrical digital twin market is poised for significant growth, with
applications spanning from smart grids and renewable energy integration to
industrial automation and mission-critical infrastructure management.
Key Market Drivers
Industry 4.0 and
Smart Manufacturing
In recent years,
Industry 4.0 has emerged as a transformative force in the manufacturing and
industrial sectors. It encompasses technologies like the Internet of Things
(IoT), artificial intelligence (AI), and big data analytics to create smart
factories and processes. Electrical digital twins play a pivotal role in this
paradigm shift. They provide a virtual representation of electrical systems,
allowing for real-time monitoring, simulation, and optimization. By integrating
electrical digital twins into their operations, companies can enhance
efficiency, reduce downtime, and improve overall productivity.
Increasing
Demand for Energy Efficiency
The rising
global demand for energy efficiency is another significant driver of the
electrical digital twin market. With concerns about environmental
sustainability and energy costs on the rise, organizations are looking for ways
to optimize their electrical systems. Electrical digital twins enable
businesses to model and analyze their energy consumption, identify
inefficiencies, and implement strategies to reduce energy waste. This not only
helps reduce operational costs but also contributes to a greener and more
sustainable future.
Growth of
Renewable Energy Sources
The rapid growth
of renewable energy sources, such as solar and wind power, has created a need
for advanced electrical grid management. Electrical digital twins are
instrumental in managing the complexities of integrating these intermittent
energy sources into the existing electrical infrastructure. They enable grid
operators to forecast energy production, monitor the health of renewable energy
assets, and optimize the distribution of electricity. As the world continues to
transition toward cleaner energy, the demand for electrical digital twins in
the energy sector is expected to grow significantly.
Aging
Infrastructure and Asset Management
Many countries
are grappling with aging electrical infrastructure, which poses reliability and
safety concerns. Electrical digital twins provide a solution for asset
management and maintenance. They create a comprehensive digital replica of
electrical assets, allowing operators to assess the condition of equipment,
predict maintenance needs, and plan cost-effective upgrades. This driver is
particularly relevant as governments and utilities seek to modernize their
grids and prolong the lifespan of critical infrastructure components.
Compliance and
Regulatory Requirements
Stringent
regulations and compliance standards are becoming increasingly prevalent in the
electrical industry. Electrical digital twins facilitate compliance by
providing a centralized platform for data collection, analysis, and reporting.
They help organizations ensure that their electrical systems meet safety and
performance standards. This driver is crucial for sectors like healthcare,
where electrical systems must adhere to strict regulations to guarantee patient
safety, and for industries that handle sensitive data requiring robust
cybersecurity measures.
Advancements in
Simulation and AI Technologies
The continuous
advancement of simulation and AI technologies is accelerating the adoption of
electrical digital twins. These technologies enable more accurate and dynamic
modeling of electrical systems. AI-driven algorithms can analyze vast amounts
of data in real-time, making predictions and recommendations to optimize system
performance. These capabilities are invaluable in ensuring the reliability and
resilience of electrical infrastructure, especially in mission-critical
applications like data centers, where downtime is costly and must be minimized.
In conclusion,
the global electrical digital twin market is being driven by a convergence of
factors, including Industry 4.0, the need for energy efficiency, the growth of
renewable energy sources, aging infrastructure, regulatory requirements, and
advances in simulation and AI technologies. As organizations across various
industries recognize the value of electrical digital twins in improving
operations, reducing costs, and enhancing sustainability, the market is poised
for substantial growth in the coming years.
Government
Policies are Likely to Propel the Market
Energy
Efficiency Standards and Incentives
One of the key
government policies shaping the global electrical digital twin market is the
establishment of energy efficiency standards and incentives. Governments
worldwide are increasingly recognizing the importance of reducing energy
consumption and greenhouse gas emissions. To promote energy efficiency, many
governments have introduced regulations that require businesses to implement
energy-efficient technologies. Electrical digital twins play a crucial role in
achieving these goals by helping organizations monitor and optimize their
energy usage. Governments often provide incentives, such as tax breaks or
grants, to encourage the adoption of digital twin technology, further driving
its growth.
Grid
Modernization Initiatives
Governments and
regulatory bodies are actively involved in modernizing electrical grids to
accommodate the changing energy landscape. As part of this effort, they
implement policies that promote the deployment of advanced technologies,
including electrical digital twins. These digital replicas of electrical
systems enable better grid management, integration of renewable energy sources,
and enhanced reliability. Governments may provide funding or regulatory
frameworks that encourage utilities and grid operators to invest in digital
twin solutions, ensuring the stability and sustainability of the electrical
infrastructure.
Cybersecurity
Regulations
In the era of
digitalization, ensuring the security of electrical systems is paramount.
Governments worldwide are enacting cybersecurity regulations to safeguard
critical infrastructure. Electrical digital twins, as integral components of
these systems, must adhere to stringent security standards. Governments
establish policies that mandate robust cybersecurity measures for digital twin
solutions, including encryption, access controls, and threat detection. These
policies not only protect against cyber threats but also instill confidence in
the adoption of digital twin technology.
Data Privacy and
Compliance
With the
proliferation of data-driven technologies, data privacy and compliance have
become significant concerns. Governments have responded by introducing policies
and regulations, such as the General Data Protection Regulation (GDPR) in the
European Union, to protect individuals' data rights. These policies have a
direct impact on the global electrical digital twin market, as organizations
must ensure that the data collected and processed by digital twins comply with
these regulations. Companies offering digital twin solutions need to implement
robust data protection measures to meet these legal requirements.
Research and
Development Funding
Many governments
allocate substantial funding to support research and development (R&D)
initiatives in emerging technologies, including digital twins. These R&D
grants and programs incentivize companies and research institutions to innovate
and advance digital twin technology. By fostering innovation, governments
contribute to the growth of the global electrical digital twin market, driving
the development of more sophisticated and capable solutions that benefit
various industries.
Export Controls
and International Standards
In an
increasingly interconnected world, governments also influence the global
electrical digital twin market through export controls and participation in
international standard-setting bodies. Export controls can impact the transfer
of digital twin technology across borders, affecting market access and
competitiveness. Additionally, governments collaborate with international
organizations to establish standards and best practices for digital twin
technology. These standards ensure interoperability and compatibility,
facilitating the adoption of digital twins on a global scale.
In conclusion,
government policies significantly shape the trajectory of the global electrical
digital twin market. Policies related to energy efficiency, grid modernization,
cybersecurity, data privacy, research funding, and international standards play
pivotal roles in influencing the adoption, development, and regulation of
digital twin technology. As governments continue to prioritize sustainability,
innovation, and security, their policies will continue to impact the evolution
of the electrical digital twin market.
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)
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Key Market
Challenges
Data
Privacy and Security Concerns
One
of the most pressing challenges in the global electrical digital twin market is
the growing concern over data privacy and security. As electrical systems
become increasingly digitized and interconnected, the amount of data generated
and processed by digital twins has surged. This data includes sensitive
information about critical infrastructure, operational processes, and
potentially personally identifiable information (PII). Addressing data privacy
and security concerns is paramount to ensure the continued adoption and success
of electrical digital twin technology.
The
Challenge of Data Privacy:
Data
privacy regulations, such as the European Union's General Data Protection
Regulation (GDPR), have strict requirements governing the collection, storage,
and processing of personal and sensitive data. Many electrical digital twin
applications involve the monitoring and control of infrastructure and
equipment, which can result in the collection of data that falls under the
purview of these regulations. Ensuring compliance with such regulations is a
complex task, as digital twin users must implement robust data anonymization
and protection measures.
The
Challenge of Cybersecurity:
Cybersecurity
is another critical aspect of data protection. Electrical digital twins are
prime targets for cyberattacks because of their role in managing critical
infrastructure. A breach of a digital twin system could have severe
consequences, including service disruptions, equipment damage, and even safety
hazards. To address this challenge, organizations must implement robust
cybersecurity measures, including encryption, intrusion detection systems, and
regular security audits. However, staying ahead of evolving cyber threats
remains an ongoing challenge.
The
Challenge of Data Ownership:
Another
challenge related to data privacy revolves around data ownership. Multiple
stakeholders may be involved in the creation and operation of electrical
digital twins, including equipment manufacturers, system integrators, and
end-users. Determining who owns the data generated by the digital twin and how
it can be used can lead to disputes and legal issues. Clear contractual
agreements and data ownership policies must be established to mitigate these
challenges.
Integration
Complexity and Compatibility
The
second major challenge facing the global electrical digital twin market is the
complexity of integrating digital twins into existing infrastructure and
ensuring compatibility with diverse systems and technologies. While digital
twins offer numerous benefits, including real-time monitoring and predictive
maintenance, their implementation can be hindered by the following
integration-related challenges:
Complexity
of Existing Infrastructure:
Many
electrical systems and grids have evolved over decades, resulting in complex,
heterogeneous environments. Integrating digital twins into these legacy systems
can be challenging. The digital twin must interface with various hardware and
software components, each with its own protocols and standards. Ensuring
seamless integration without disrupting ongoing operations is a formidable
task.
Interoperability:
Interoperability
is a critical challenge, particularly in large organizations or industries that
rely on multiple vendors and technologies. Different parts of an organization
may use different digital twin solutions, and ensuring that these solutions can
communicate and share data effectively is a significant hurdle. Standards and
protocols that promote interoperability are essential but can be slow to
develop and implement.
Scalability:
As
organizations grow or expand their infrastructure, digital twins must be
scalable to accommodate these changes. Ensuring that a digital twin solution
can scale seamlessly without requiring a complete overhaul is a challenge.
Additionally, scalability considerations are vital in industries with variable
workloads or seasonal demand fluctuations.
Integration
with IoT and Emerging Technologies:
As
the Internet of Things (IoT) and other emerging technologies become integral to
industrial processes, digital twins must seamlessly integrate with these
technologies. This requires staying abreast of evolving IoT standards and
incorporating them into digital twin solutions. Adapting to new technologies
and ensuring backward compatibility with existing systems adds complexity to
the integration process.
In
summary, the global electrical digital twin market faces significant challenges
related to data privacy and security concerns, as well as the complexity of
integrating digital twins into existing infrastructure and ensuring
compatibility with a diverse range of systems and technologies. Overcoming
these challenges will be crucial to unlocking the full potential of electrical
digital twin technology and realizing its benefits in terms of improved
efficiency, reliability, and sustainability.
Segmental Insights
System
Digital Twin Insights
The
System Digital Twin segment held the largest Market share in 2022. System
Digital Twins provide a holistic representation of entire electrical systems,
which can encompass various components, assets, and interconnected networks.
This comprehensive view allows organizations to manage and optimize complex
electrical infrastructures efficiently. In many industries, electrical systems
are interconnected with mechanical, software, and control systems. System
Digital Twins have the capacity to integrate these various components, offering
a more complete understanding of how different elements interact within an
electrical ecosystem. System Digital Twins empower organizations with
data-driven insights that can support decision-making processes. By simulating
scenarios and analyzing system behaviors in real-time, businesses can make
informed choices to improve efficiency, reduce downtime, and enhance
performance. System Digital Twins enable predictive maintenance by monitoring
the health and performance of electrical systems. This proactive approach can
prevent costly equipment failures, reduce maintenance costs, and extend the
lifespan of assets. System Digital Twins have applications across multiple
industries, including energy, manufacturing, utilities, and smart cities. Their
versatility makes them appealing to a wide range of organizations looking to
optimize their electrical infrastructure In industries where regulatory
compliance is critical, such as healthcare and utilities, System Digital Twins
provide a means to ensure that electrical systems meet safety and performance
standards. This capability is essential for businesses operating in highly
regulated environments. As organizations expand and their electrical systems
grow in complexity, System Digital Twins can scale accordingly. They can adapt
to changes in infrastructure size and configuration, making them suitable for
both small-scale and large-scale operations. System Digital Twins often
prioritize interoperability, allowing them to work seamlessly with other
digital twin types (e.g., Product and Process Digital Twins) and data sources.
This interoperability is crucial in industries where multiple digital twin
representations need to communicate and share data effectively.
Asset
Performance Management Insights
The
Asset Performance Management segment held the largest Market share in 2022. Asset
Performance Management, when integrated with electrical digital twins, allows
organizations to optimize the maintenance of their electrical assets. This
includes predictive maintenance, where digital twins can forecast when
equipment may fail, reducing downtime and costs associated with unplanned
maintenance. APM focuses on enhancing
the reliability of assets by continuously monitoring their performance. Digital
twins provide real-time data and insights, allowing organizations to identify
and address potential issues before they lead to asset failures or performance
degradation. By optimizing asset performance and maintenance schedules,
organizations can achieve cost savings. APM-driven by electrical digital twins
helps reduce maintenance costs, energy consumption, and the need for emergency
repairs. Ensuring the reliability of electrical assets is crucial for safety,
especially in industries where electrical failures can lead to hazardous
situations. APM supported by digital twins helps maintain the integrity of
electrical systems, reducing safety risks. Many industries have strict
regulatory requirements related to asset management and maintenance. APM
applications can help organizations meet these compliance standards by
providing detailed records of asset performance and maintenance activities. Electrical
assets often play a significant role in energy consumption. APM applications
can leverage digital twins to optimize the efficiency of these assets, leading
to reduced energy consumption and lower operational costs. APM applications
powered by digital twins provide a wealth of data and insights. This data can
support informed decision-making at all levels of an organization, from
maintenance technicians to top-level executives. APM solutions can be tailored
to specific industries and their unique asset management needs. This
industry-specific focus allows for the development of specialized tools and
methodologies that can have a significant impact.
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)
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Regional Insights
North
America
North
America is expected to account for the largest share of the global electrical
digital twin market in the upcoming years. This is due to the early adoption of
digital technologies in the electrical sector in this region. North America is
also home to some of the leading players in the electrical digital twin market,
such as General Electric, Siemens, and IBM.
The
North American electrical digital twin market is dominated by the United
States. The US is a leader in the development and adoption of digital
technologies in the electrical sector. The US government is also supporting the
adoption of electrical digital twins through various initiatives.
Europe
Europe
is expected to be the second-largest market for electrical digital twins in forecast
period. The European Union has set ambitious targets for renewable energy
integration and smart grid development. This is driving the demand for
electrical digital twins in the region.
The
European electrical digital twin market is expected to grow at a steady CAGR
during the forecast period. The European Union has set ambitious targets for
renewable energy integration and smart grid development. This is driving the
demand for electrical digital twins in the region.
Asia
Pacific
Asia
Pacific is expected to grow at the fastest CAGR during the forecast period.
This is due to the increasing investment in renewable energy and smart grid
projects in the region. Asia Pacific is also home to some of the largest
electricity markets in the world, such as China and India.
The
Asia Pacific electrical digital twin market is expected to grow at the fastest
CAGR during the forecast period. This is due to the increasing investment in
renewable energy and smart grid projects in the region. Asia Pacific is also
home to some of the largest electricity markets in the world, such as China and
India.
Recent Developments
- In October 2022,
Microsoft and Capgemini announced a strategic collaboration to create
ReflectIoD, a cloud-native, serverless digital twin platform on Azure.
ReflectIoD enables organizations to manage standardized and customized digital
twins of electrical assets, such as power plants, substations, and distribution
networks.
- In September
2022, Siemens announced the launch of its new Digital Twin for Electrical
Systems (DT4ES) solution. DT4ES is a cloud-based digital twin platform that
enables users to optimize the design, operation, and maintenance of electrical
systems.
- In May 2022, GE
Digital announced the launch of its Asset Performance Management (APM) Suite,
which includes a digital twin module. The GE Digital APM Suite enables users to
improve asset reliability and performance by providing real-time insights into
the condition of their assets.
Key Market Players
- General Electric Company
- Siemens AG
- ABB Ltd
- Schneider Electric Company
- Microsoft Corp.
- International Business Machines
Corporation
- Oracle Corporation
- PTC Inc
- Software AG
- Bentley Systems, Incorporated
By Type
|
By Application
|
By End User
|
By Region
|
- Product Digital
Twin
- Process Digital
Twin
- System Digital
Twin
|
- Asset Performance Management
- Business & Operations Optimization
|
- Utilities
- Grid Infrastructure Operators
|
- North America
- Europe
- Asia Pacific
- South America
- Middle East & Africa
|
Report
Scope:
In
this report, the Global Electrical Digital Twin Market has been segmented into
the following categories, in addition to the industry trends which have also
been detailed below:
- Electrical Digital Twin Market, By Type:
o Product Digital Twin
o Process Digital Twin
o System Digital Twin
- Electrical Digital Twin Market, By Application:
o Asset Performance Management
o Business & Operations Optimization
- Electrical Digital Twin Market, By Application:
o Utilities
o Grid Infrastructure Operators
- Electrical Digital Twin Market, By
Region:
o North America
§ United States
§ Canada
§ Mexico
o Europe
§ France
§ United Kingdom
§ Italy
§ Germany
§ Spain
o Asia-Pacific
§ China
§ India
§ Japan
§ Australia
§ South Korea
o South America
§ Brazil
§ Argentina
§ Colombia
o Middle East & Africa
§ South Africa
§ Saudi Arabia
§ UAE
§ Kuwait
§ Turkey
Competitive
Landscape
Company
Profiles: Detailed
analysis of the major companies present in the Global Electrical Digital Twin Market.
Available
Customizations:
Global
Electrical Digital Twin Market report with the given Market data, Tech
Sci Research offers customizations according to a company's specific needs. The
following customization options are available for the report:
Company
Information
- Detailed analysis and profiling of
additional Market players (up to five).
Global
Electrical Digital Twin Market is an upcoming report to be released soon. If
you wish an early delivery of this report or want to confirm the date of
release, please contact us at [email protected]