Forecast
Period
|
2024-2028
|
Market
Size (2022)
|
USD
203.67 Million
|
CAGR
(2023-2028)
|
15.38%
|
Fastest Growing
Segment
|
Smart Grid
|
Largest Market
|
Asia Pacific
|
Market Overview
Global
Solid-State Transformer Market was valued at USD 203.67 Million in 2022 and is
anticipated to project robust growth in the forecast period with a CAGR of 15.38%
through 2028, the solid-state transformer market in the United States and
Canada was impacted by the COVID-19 pandemic. During the pandemic, several
transmission and renewable projects were delayed, causing a decrease in the
demand for transformers. For instance, in 2020, Greek industrial group
Mytilineos’ turnover from its renewables and storage development decreased by
40% due to contracting and construction delays caused by the pandemic.
Increasing integration of renewable energy in the power generation mix and
increasing investment in smart grid technologies are expected to drive the
market during the forecast period. The technical advantages of solid-state
transformers over conventional transformers are likely to drive the market.
Key Market Drivers
Integration
of Renewable Energy
The
integration of renewable energy sources into the global power grid is a
transformative force, and it is significantly driving the growth of the global
solid-state transformer market. As the world intensifies its efforts to reduce
carbon emissions and transition to more sustainable energy systems, solid-state
transformers are emerging as a critical enabling technology for efficiently
incorporating renewable energy sources like wind and solar power into the grid.
Renewable energy, notably solar and wind, is inherently intermittent and
variable, posing challenges to grid stability and energy management.
Solid-state transformers are poised to address these challenges by providing
several key benefits,
Efficiency
and Energy Management: Solid-state transformers are highly efficient in
converting and distributing electricity. They allow for precise control and
management of energy flow, making it easier to harness and optimize energy
generated from renewables. Voltage Control: Solid-state transformers offer
better voltage control and regulation, which is essential for accommodating the
intermittent nature of renewables. This capability ensures a stable and
reliable power supply to the grid. Grid Resilience: The adaptability and
fault-tolerant nature of solid-state transformers enhance grid resilience. They
can quickly respond to disruptions and ensure continued power supply even in
the presence of intermittent renewable sources.
Bidirectional
Power Flow: Solid-state transformers can efficiently manage bidirectional power
flow, enabling surplus energy generated by renewables to be injected into the
grid and facilitating the implementation of energy storage systems. Grid
Integration: These transformers facilitate seamless integration of renewable
energy sources by synchronizing them with the existing grid, ensuring a smooth
transition to a greener energy mix. Compact Design: Solid-state transformers
are typically smaller and lighter than conventional transformers, making them
suitable for distributed energy systems, which are often associated with
renewable energy installations.
Government
policies, incentives, and environmental regulations aimed at reducing carbon
emissions and promoting the adoption of renewable energy are also driving the
demand for solid-state transformers. These policies encourage the modernization
of the power grid and the deployment of technologies that enable the effective
use of renewables. In summary, the integration of renewable energy is a
compelling driver for the global solid-state transformer market. As the world
shifts towards cleaner and more sustainable energy sources, these advanced
transformers are essential in enhancing the efficiency, reliability, and grid
stability necessary to accommodate renewable power sources effectively. This
shift represents a crucial step in the journey toward a greener and more
resilient global energy infrastructure.
Electric
Vehicle (EV) Charging Infrastructure
Electric
Vehicle (EV) Charging Infrastructure Driving the Global Solid-State Transformer
Market The rapid global transition to electric vehicles (EVs) has given rise to
a pressing need for efficient and high-power EV charging infrastructure. This
need is a significant driving force behind the growth of the global solid-state
transformer market. Solid-state transformers, with their advanced technology
and capabilities, are poised to play a pivotal role in the expansion and
improvement of EV charging networks. EV adoption is on the rise, with
governments, industries, and consumers recognizing the environmental and
economic benefits of electric vehicles. As EV sales surge, the demand for
faster and more reliable charging solutions grows in tandem. Traditional transformers
used in power distribution are often ill-equipped to meet the high-power
demands of fast-charging stations, leading to energy losses and reliability
issues.
Solid-state
transformers are the solution to these challenges. They offer several key
advantages that make them ideal for EV charging infrastructure. These
advantages include high efficiency, reduced size and weight, enhanced power
quality, and adaptability to fluctuating power demands. By efficiently
converting and distributing power, solid-state transformers enable faster and
more reliable EV charging, addressing the range anxiety associated with
electric vehicles. They also reduce the environmental impact of charging
infrastructure by minimizing energy losses, contributing to a more sustainable
transportation ecosystem.
Furthermore,
solid-state transformers are capable of bidirectional power flow, allowing them
to integrate with the grid seamlessly. This feature opens the door to
vehicle-to-grid (V2G) technology, enabling EVs to serve as grid resources and
stabilize the grid during peak demand periods.
Government
incentives and regulations promoting the adoption of EVs and cleaner
transportation further bolster the demand for advanced charging infrastructure,
further fueling the solid-state transformer market's growth. In conclusion, the
expansion of electric vehicle charging infrastructure is a driving force behind
the global solid-state transformer market. As the world embraces EVs and their
associated benefits, the need for efficient, high-power charging solutions is
clear, and solid-state transformers are poised to revolutionize the industry by
ensuring faster, more reliable, and eco-friendly EV charging networks. This
market evolution represents a critical step towards a more sustainable and
electrified future.
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)
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Key Market Challenges
Reliability
and Durability
Reliability
and durability are two critical factors that can pose significant challenges to
the growth of the global solid-state transformer market. While solid-state
transformers offer numerous benefits, including enhanced efficiency and
adaptability, their long-term performance and ability to withstand the rigors
of real-world grid environments remain subjects of concern. The following
points outline the challenges related to the reliability and durability of
solid-state transformers, Testing and Validation: Solid-state transformers
require extensive testing and validation under various operational conditions
to ensure their long-term reliability. This process is resource-intensive,
time-consuming, and essential to demonstrate that these transformers can
perform consistently and safely throughout their operational lifespan.
Environmental
Considerations: The environment in which solid-state transformers operate can
be harsh, with fluctuations in temperature, humidity, and exposure to
contaminants. Ensuring that these transformers can withstand such conditions
and maintain optimal performance is crucial. Complex Electronics: Solid-state
transformers are intricate electronic devices with a multitude of components.
The complexity of these systems increases the likelihood of component failures,
which can affect the overall reliability of the transformer.
Longevity:
Traditional transformers have a proven track record of longevity, with many
units operating reliably for decades. Demonstrating that solid-state
transformers can offer a similar level of long-term service without significant
degradation remains a challenge. Manufacturability: Ensuring consistent quality
and reliability in large-scale manufacturing of solid-state transformers is not
a straightforward task. Variability in manufacturing processes can lead to
differences in performance and reliability across units.
Standardization:
The lack of standardized components and design in the solid-state transformer
market can hinder reliability and interoperability. Standardization is
essential for ensuring that components from different manufacturers can work
seamlessly together. Safety Concerns: Ensuring the safety of solid-state
transformers throughout their operational life is paramount. Failures or
malfunctions can lead to safety hazards, which can be a deterrent for
widespread adoption.
Legacy
Grid Integration: Integrating solid-state transformers into existing grids
designed for traditional transformers can be challenging. Compatibility issues
can affect their overall reliability and performance in these legacy systems. Maintenance
and Repair: Solid-state transformers, with their complex electronic components,
may require specialized maintenance and repair skills. Availability of a
skilled workforce and a well-defined maintenance protocol are crucial for
ensuring reliability.
Quality
Control: Maintaining strict quality control throughout the manufacturing
process is essential for producing reliable solid-state transformers. Any
lapses in quality control can lead to performance issues and failures. Addressing
these reliability and durability challenges requires rigorous research,
development, and testing. Industry players, research institutions, and
governments are investing in these efforts to refine the technology and provide
solutions that can demonstrate solid-state transformers' long-term reliability
and durability. As the technology matures and accumulates a track record of
successful performance in real-world scenarios, confidence in its reliability
is likely to grow, potentially driving wider adoption in the global energy
landscape. Nonetheless, achieving this level of reliability and durability is
an ongoing and evolving process.
Technological
Maturity
The
technological maturity, or rather the lack thereof, is a critical challenge
that can hamper the growth and adoption of the global solid-state transformer
market. Solid-state transformers represent a significant technological leap
over traditional transformers, but their development and deployment are still
in the relatively early stages. This immaturity presents several key obstacles
to their widespread use. Reliability and Longevity: Solid-state transformers
must demonstrate long-term reliability and durability to gain the trust of
utilities and industries. Traditional transformers have decades of proven
performance, while solid-state transformers need to accumulate a similar track
record.
Testing
and Validation: Rigorous testing and validation are essential to ensure the
safe and reliable operation of solid-state transformers under various operating
conditions. Developing comprehensive testing protocols and facilities can be
time-consuming and resource-intensive. Standardization: The lack of
standardized solid-state transformer components and system architectures can
hinder widespread adoption. Standardization is vital for ensuring
compatibility, interoperability, and ease of integration into existing grids
and infrastructure.
Complexity:
Solid-state transformers are intricate electronic devices with many sensitive
components. Their complexity can lead to challenges in manufacturing,
maintenance, and repair, making them less user-friendly compared to traditional
transformers. Cost: The advanced technology used in solid-state transformers,
such as power electronics and semiconductors, can be costly. Reducing
manufacturing costs is essential for competitive pricing and market
accessibility.
Market
Education: Many stakeholders, including utilities, industries, and consumers,
may not fully understand the capabilities and benefits of solid-state
transformers. Market education and awareness campaigns are needed to overcome
this lack of understanding. Regulatory Frameworks: Existing regulatory
frameworks are often designed for traditional transformers, making it
challenging for solid-state transformers to navigate and comply with these
regulations. New standards and compliance protocols may be necessary. Scalability:
The scalability of solid-state transformer technology is a concern. For the
global market to benefit fully, manufacturing processes and supply chains must
be scalable to meet the growing demand.
Legacy
Infrastructure: Retrofitting existing grids and infrastructure designed around
traditional transformers to accommodate solid-state technology can be a complex
and costly process. It requires extensive planning and investment.
Cybersecurity
and Data Privacy: Solid-state transformers incorporate digital and
communication technologies, making them potential targets for cyberattacks.
Ensuring robust cybersecurity measures to protect critical infrastructure is an
evolving challenge. Efforts are underway to address these technological
challenges. Industry players, research institutions, and governments are
investing in research and development to refine and mature solid-state
transformer technology. As this technology advances and accumulates a
successful track record, it is likely to become a more attractive and reliable
option for various applications, ultimately fostering its greater adoption in
the global energy landscape. Nevertheless, it is essential to acknowledge that
achieving technological maturity and overcoming these challenges is a gradual
and ongoing process.
Scale
and Manufacturing
The
scaling up of manufacturing capabilities represents a significant challenge for
the global solid-state transformer market. While solid-state transformers offer
numerous advantages in terms of energy efficiency, grid stability, and
renewable energy integration, their mass production and widespread adoption
face several hurdles related to scale and manufacturing. These challenges can
hamper the growth and accessibility of this promising technology. Complexity
and Specialization: Solid-state transformers are intricate electronic devices
that require specialized manufacturing processes. The production of
semiconductor components, advanced materials, and intricate electronics
necessitates expertise and specialized equipment. Achieving high yields and
consistent quality across a large-scale production can be complex.
Economies
of Scale: Achieving economies of scale is crucial for reducing the
manufacturing cost of solid-state transformers. At present, these devices tend
to be more expensive than traditional transformers due to their advanced
technology. Scaling up production to reduce costs is a substantial challenge. Supply
Chain Considerations: Developing a robust and efficient supply chain for
solid-state transformers is vital. It involves sourcing critical materials,
components, and semiconductor devices. Any disruptions in the supply chain can
lead to delays and increased costs.
Quality
Control: Maintaining the quality and reliability of solid-state transformers in
mass production is challenging. Ensuring that each unit meets stringent
performance and safety standards is crucial. Consistency in manufacturing is
essential to gain the trust of utilities, industries, and consumers. Testing
and Validation: Rigorous testing and validation processes are required to
ensure the functionality and reliability of solid-state transformers. This
includes testing for various operating conditions and environmental factors.
Developing comprehensive testing protocols and facilities is a significant
undertaking.
Skilled
Workforce: The manufacturing of solid-state transformers demands a skilled and
knowledgeable workforce. Ensuring an adequate supply of trained personnel
capable of working with advanced electronics and power electronics is a
challenge. Regulatory Compliance: Meeting regulatory standards and compliance
requirements for safe and reliable operation is a crucial aspect of
manufacturing solid-state transformers. Navigating these regulatory hurdles can
be time-consuming and costly.
R&D
Investment: Manufacturers need to invest significantly in research and
development to refine and optimize the manufacturing processes. This includes
advancements in materials, semiconductor technologies, and manufacturing
techniques. Despite these challenges, industry players and governments
recognize the immense potential of solid-state transformers in modernizing
energy infrastructure and achieving sustainability goals. Ongoing research,
development, and collaboration between manufacturers, research institutions,
and governments aim to address these manufacturing challenges and facilitate
the mass production of solid-state transformers. As the technology matures and
economies of scale are realized, these challenges are expected to gradually
diminish, making solid-state transformers more accessible and cost-effective
for a wider range of applications in the global energy landscape.
Key Market Trends
Rise
of Electric Vehicles (EVs)
The
rapid rise of electric vehicles (EVs) is poised to drive the global solid-state
transformer market to new heights. EVs have gained widespread acceptance as a
sustainable and efficient alternative to internal combustion engine vehicles.
As the EV market continues to expand, several key factors highlight the
critical role of solid-state transformers in supporting this transformation, High-Power
Charging Infrastructure: EVs require high-power charging stations for rapid
charging, and solid-state transformers are vital components in these
infrastructures. They facilitate faster, more efficient, and reliable charging,
addressing range anxiety concerns and promoting the widespread adoption of EVs.
Grid
Resilience and Stability: As the number of EVs on the road increases, the
demand for electricity surges during peak charging periods. Solid-state
transformers play a pivotal role in maintaining grid stability by managing the
fluctuations in power demand, ensuring uninterrupted service for both EVs and
other electrical consumers. Bidirectional Power Flow: Solid-state transformers
enable bidirectional power flow, allowing EVs to not only charge from the grid
but also return excess energy back to the grid. This capability is essential
for vehicle-to-grid (V2G) technology, enhancing grid resilience and enabling
EVs to serve as grid resources. Energy Efficiency: EVs and high-power charging
stations must optimize energy use to reduce operational costs. Solid-state
transformers, known for their energy efficiency, are key in minimizing energy
losses during the charging process, contributing to the overall sustainability
of EVs.
Environmental
Goals: Governments worldwide are setting stringent emissions and environmental
targets. The transition to EVs is a central part of these goals, and the
efficient charging infrastructure enabled by solid-state transformers aligns
with these sustainability initiatives. In conclusion, the ascent of electric
vehicles is transforming the automotive industry and, in parallel, driving the
demand for advanced charging infrastructure. Solid-state transformers are
integral to this transformation, ensuring fast and reliable charging, grid
stability, and energy efficiency. As the EV market continues to surge, the
global solid-state transformer market is set to play a crucial role in
supporting this electric revolution and advancing sustainable transportation
solutions.
Smart
Grid Development
The
development of smart grids is emerging as a powerful driver for the global
solid-state transformer market. Smart grids are intelligent, digitally enabled
power distribution networks that leverage advanced monitoring, communication,
and control technologies. Solid-state transformers play a pivotal role in the
realization of these modern grids, and several factors underscore their
importance, Grid Flexibility: Smart grids require transformers that can adapt
to the dynamic and complex energy flows within the grid. Solid-state
transformers offer the flexibility and responsiveness needed to maintain grid
stability in the face of changing conditions, such as the integration of
renewable energy sources and varying consumer demands.
Efficiency
and Reliability: Smart grids prioritize efficiency and reliability, which are
key attributes of solid-state transformers. These transformers are known for
their high efficiency, reduced energy losses, and enhanced reliability compared
to traditional transformers, contributing to the overall performance of smart
grids. Grid Monitoring and Control: Solid-state transformers are equipped with
digital control and communication capabilities, making them an integral part of
the real-time monitoring and control systems essential for smart grid
functionality. They enable grid operators to optimize energy distribution and
respond to disruptions promptly.
Renewable
Energy Integration: As smart grids increasingly incorporate renewable energy
sources, solid-state transformers are instrumental in efficiently integrating
intermittent power generation, enhancing grid stability, and managing variable
energy flows. Resilience: Solid-state transformers enhance grid resilience by
swiftly adapting to disturbances and maintaining power supply during outages or
adverse conditions. Their fault-tolerant design bolsters the reliability of
smart grids.
Load
Management: The adaptability of solid-state transformers allows for more
precise load management, which is essential for demand response strategies
within smart grids, helping to balance supply and demand. Energy Efficiency:
Smart grids emphasize energy efficiency, which aligns with the inherent
capabilities of solid-state transformers to minimize energy losses and optimize
power delivery. As the global push toward more intelligent, sustainable, and
efficient energy systems continues, the demand for solid-state transformers in
smart grid development is expected to grow significantly. These transformers
are at the forefront of revolutionizing power distribution, enhancing grid
management, and advancing the transition to more sustainable energy sources and
systems.
Segmental Insights
Application Insights
Smart Grid Segment will dominate
the market, A smart grid is an electricity
network/grid enabling a two-way flow of electricity and data. The concept of
the smart grid accelerated in the last two decades. It has now become an
essential part of the digital transformation of the electricity sector. Due to
their modular construction flexibility, enabling bi-directional power flow, and
deployment in AC and DC grids, solid-state transformers are preferred more than
conventional transformers in smart grids.
The
three-stage solid-state transformers are typically designed for smart grid
applications in which they have bi-directional power flow to transfer power
from low voltage to high voltage.
Recently,
the modernization of the grid to accommodate power flows, serve reliability
needs, and meet future projected usage led to the incorporation of electronic
intelligence capabilities for power control purposes and operations monitoring,
which is driving the demand for smart grid technologies such as solid-state
transformers.
For
instance, in December 2020, GridWise Alliance in the United States launched its
comprehensive Policy Framework for Grid Investments in Economic Recovery, which
outlines the need for USD 50 billion in federal spending for grid
modernization. Several such grid modernization plans are expected to increase
the demand for solid-state transformers in smart grids during the forecast
period.
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)
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Regional Insights
Asia Pacific is expected to
dominate the market during the forecast period. Asia-Pacific
is expected to be the largest and fastest-growing market due to the increasing
investment in smart grid technology and the increasing demand for electricity,
leading to increased investment in power infrastructure across the region.
China is
the world’s largest market for power transmission and distribution (T&D).
It is projected to become a significant consumer of smart grid technology,
supported by its policy to reduce carbon emissions and commitment to green
development. <In 2021, the total electricity generation from the various
sources in the Chinese power sector was 8.11 trillion kilowatt-hours (KWh).
Energy sources contributing to the country's energy generation include coal,
natural gas, the nuclear, wind, hydro, biofuels, and solar energy. Since China
has the largest industrial sector, the country's energy demand has been rising
continuously owing to rapidly growing industrial demands.
With the
growing investment in distribution networks, companies are now focusing on
smart grids, which is likely to drive the demand for SST in China during the
forecast period.
Recent Developments
- In March 2021, Hitachi ABB
Power Grids and Nanyang Technological University, Singapore (NTU Singapore), a
leading research-intensive university, agreed to collaborate on advancing the
solid-state transformer (SST) technology. The project is led by the Energy
Research Institute and supported by the National Research Foundation, Singapore
(NRF). It is part of the Singapore government’s flagship Energy Grid 2.0
initiative to shape the next-generation grid system and transform how energy is
managed by consolidating multiple energy sources into a single intelligent
network that is more efficient, sustainable, and resilient.
Key Market Players
- Siemens Ag
- Eaton Corporation
- General Electric Company
- Red Box Aviation
- Vollspark
- Alstom Sa
- Varentec Inc.
- Power Systems And Controls, Inc.
- Hitachi Energy
- Schneider Electric
By Application
|
By
Region
|
|
- North
America
- Europe
- South America
- Middle
East & Africa
- Asia
Pacific
|
|
Report Scope:
In this report, the Global Solid-State Transformer Market
has been segmented into the following categories, in addition to the industry
trends which have also been detailed below:
- Global Solid-State Transformer Market, By Application:
o
Smart
Grid
o
Traction
o
Other
- Global Solid-State Transformer Market, By
Region:
o North America
§ United States
§ Canada
§ Mexico
o Asia-Pacific
§ China
§ India
§ Japan
§ South Korea
§ Indonesia
o Europe
§ Germany
§ United Kingdom
§ France
§ Russia
§ Spain
o South America
§ Brazil
§ Argentina
o Middle East & Africa
§ Saudi Arabia
§ South Africa
§ Egypt
§ UAE
§ Israel
Competitive Landscape
Company Profiles: Detailed analysis of the major companies presents in the Global Solid-State
Transformer Market.
Available Customizations:
Global Solid-State Transformer 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 Solid-State Transformer 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]