Forecast
Period
|
2024-2028
|
Market
Size (2022)
|
USD
8.71 billion
|
CAGR
(2023-2028)
|
5.01%
|
Fastest
Growing Segment
|
Gas
Turbine
|
Largest
Market
|
Asia-Pacific
|
Market Overview
Global Synchronous Generator Market was
valued at USD 8.71 billion in 2022 and is anticipated to project robust growth
in the forecast period with a CAGR of 5.01% through 2028 A synchronous generator, often
referred to as a synchronous alternator or simply a synchro generator, is an
electromechanical device designed to convert mechanical energy into electrical
energy. It operates on the principle of electromagnetic induction and is a
crucial component in various power generation systems. In a synchronous
generator, a rotor, typically equipped with electromagnets or field windings,
rotates within a stationary component known as the stator. The rotor is turned
by a prime mover, such as a steam turbine, gas turbine, or diesel engine. As
the rotor spins, it generates a rotating magnetic field. This magnetic field
induces voltage in the stator windings through electromagnetic induction,
resulting in the production of alternating current (AC) electricity. One of the
defining characteristics of a synchronous generator is that its output
frequency is precisely synchronized with the rotational speed of the rotor.
This synchronization makes synchronous generators particularly valuable for applications
where grid stability and consistent frequency are essential, such as
conventional power plants and industrial settings.
Key Market Drivers
Increasing Power Generation Capacity:
One of the primary drivers of the global
synchronous generator market is the continuous need for expanding power
generation capacity to meet the growing global demand for electricity. As
economies develop and urbanize, the demand for electricity rises, driven by
increased industrialization, urbanization, and electrification of rural areas.
Synchronous generators are a fundamental component of power plants, both
conventional and renewable, and play a crucial role in generating electrical
energy. Conventional power plants, such as coal, natural gas, and nuclear power
plants, heavily rely on synchronous generators to produce electricity. In
addition, the integration of renewable energy sources like wind and hydropower
into the energy mix requires synchronous generators for grid stability and
synchronization. As countries worldwide invest in new power generation
facilities and upgrade existing ones to meet their energy needs, the demand for
synchronous generators continues to grow.
Expansion of Renewable Energy Sources:
The global shift toward cleaner and more
sustainable energy sources is another significant driver of the synchronous
generator market. Renewable energy technologies, such as wind turbines and
hydroelectric power plants, employ synchronous generators to convert mechanical
energy into electrical power. These generators play a crucial role in ensuring
the reliability and stability of renewable energy systems. Wind turbines, in
particular, have seen substantial growth in deployment, with larger and more
powerful turbines requiring high-capacity synchronous generators. The expansion
of wind farms and hydropower projects, often in remote or challenging
environments, drives the demand for synchronous generators capable of operating
under various conditions. Government incentives, environmental regulations, and
international agreements to reduce greenhouse gas emissions further promote the
adoption of renewable energy sources. As the renewable energy sector continues
to expand, the synchronous generator market benefits from increased
installations and upgrades to support sustainable power generation.
Grid Stability and Reliability:
Grid stability and reliability are
essential for ensuring the continuous supply of electricity to consumers.
Synchronous generators contribute significantly to grid stability by providing
essential services such as voltage and frequency regulation. These generators
are inherently synchronous with the grid, allowing them to synchronize quickly
and maintain grid stability during fluctuations in supply and demand. In
regions with intermittent renewable energy sources like wind and solar,
synchronous generators play a crucial role in grid integration. They provide
grid inertia and support grid frequency control, helping to mitigate the
challenges posed by variable energy generation. As grid operators prioritize
reliability and stability, the synchronous generator market sees increased
demand for units that can provide these essential grid services.
Industrial and Commercial Growth:
The industrial and commercial sectors
are significant consumers of electrical power. As industries expand and
commercial facilities proliferate, the demand for reliable power generation
solutions, including synchronous generators, continues to rise. Industrial
processes, manufacturing operations, data centers, and commercial facilities
require uninterrupted power to maintain operations. Synchronous generators are
often employed as backup or emergency power sources to ensure continuity during
grid outages or disruptions. This is especially critical for industries that
operate 24/7, such as healthcare facilities, telecommunications, and
manufacturing plants. The need for reliable standby power solutions drives the
growth of the synchronous generator market.
Infrastructure Development in Emerging
Economies:
Emerging economies are undergoing rapid
infrastructure development, including the construction of power plants,
factories, and commercial complexes. This development necessitates the
installation of synchronous generators to meet the electrical needs of these
burgeoning industries and urban areas. As emerging economies industrialize and
urbanize, the demand for synchronous generators for both primary and backup
power generation grows significantly.
Technological Advancements:
Advancements in synchronous generator
technology contribute to the market's growth. Manufacturers are continuously
developing generators with improved efficiency, reduced maintenance
requirements, and enhanced performance characteristics. These technological
innovations make synchronous generators more attractive to end-users seeking
cost-effective and reliable power generation solutions. Additionally,
innovations in materials and manufacturing processes enable the production of
generators that are more compact and lightweight, offering greater flexibility
in installation and use.
Various
Government Policies are likely to Enhance the Market in the Upcoming years.
Renewable
Energy Incentives and Mandates:
Governments
around the world are implementing policies to promote renewable energy sources,
such as wind and hydropower, which heavily rely on synchronous generators.
These policies include incentives like feed-in tariffs, tax credits, and
subsidies to encourage investment in renewable energy projects. Additionally,
some governments set renewable energy mandates that require a certain
percentage of electricity generation to come from renewable sources. Such
policies drive the demand for synchronous generators as they are essential
components in these renewable energy systems.
For
example, Germany's Renewable Energy Sources Act (EEG) introduced feed-in
tariffs for renewable energy producers, which boosted the installation of wind
turbines equipped with synchronous generators. Similarly, the United States
offers the Production Tax Credit (PTC) and the Investment Tax Credit (ITC) to
incentivize renewable energy projects, contributing to the growth of the
synchronous generator market.
Grid
Interconnection Standards and Regulations:
Governments
establish grid interconnection standards and regulations to ensure the seamless
integration of synchronous generators, including those associated with
renewable energy sources, into the electricity grid. These standards outline
the technical requirements for connecting generators to the grid, including
voltage and frequency synchronization, fault ride-through capabilities, and
safety protocols.
For
example, in the United States, the Federal Energy Regulatory Commission (FERC)
sets rules and standards for the interconnection of generators, including
synchronous generators, to the electric grid. Compliance with these regulations
is necessary for grid stability and the reliable operation of power systems.
Environmental
Regulations and Emissions Standards:
Environmental
regulations and emissions standards set by governments influence the design and
operation of synchronous generators, especially those used in conventional
power plants. These policies aim to reduce greenhouse gas emissions, air
pollutants, and the environmental impact of power generation.
For
instance, the European Union's Industrial Emissions Directive (IED) sets
emissions limits for power plants and industrial facilities, pushing operators
to adopt cleaner and more efficient technologies, including combined heat and
power (CHP) systems using synchronous generators. Compliance with emissions
standards drives investments in cleaner power generation technologies,
benefiting the synchronous generator market.
Energy
Efficiency Initiatives:
Government
initiatives focused on energy efficiency play a role in the synchronous
generator market by encouraging the adoption of high-efficiency generators.
Policies like energy efficiency standards for appliances and industrial
equipment influence the design and performance characteristics of synchronous
generators, driving manufacturers to develop more efficient models.
Countries
like Japan and South Korea have implemented energy efficiency labeling programs
that encourage the use of efficient appliances and equipment, including
synchronous generators used in industrial applications.
Incentives
for Distributed Generation:
Some
governments offer incentives and policies to promote distributed generation,
where small-scale power generation sources, often equipped with synchronous
generators, are located closer to the end-users. These policies encourage the
deployment of combined heat and power (CHP) systems, microgrids, and
distributed energy resources, contributing to the growth of the synchronous
generator market.
For
instance, the United States has programs like the Combined Heat and Power
Partnership, which provides technical assistance and incentives for the
installation of CHP systems equipped with synchronous generators in industrial
and commercial facilities.
Trade
and Export Policies:
Government
trade and export policies can also impact the global synchronous generator
market. Export promotion policies and trade agreements facilitate the
international trade of synchronous generators and related equipment.
Governments may provide export financing, trade missions, and other incentives
to support manufacturers' efforts to expand into foreign markets.
For
example, the Export-Import Bank of the United States offers financing and
insurance services to support the export of American-made synchronous
generators and related equipment, helping manufacturers reach a global customer
base. Trade policies, including tariff agreements and trade facilitation
initiatives, further influence the dynamics of the synchronous generator market
by reducing trade barriers and promoting international cooperation in the
energy sector.
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)
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Key Market Challenges
Integration of Variable Renewable Energy
Sources:
One of the significant challenges facing
the global synchronous generator market is the integration of variable
renewable energy sources, such as wind and solar power, into the electricity
grid. While synchronous generators have been the backbone of the power
generation industry for decades, their synchronous nature presents challenges
in accommodating the intermittent and unpredictable nature of renewable energy
generation.
Variable renewable energy sources, like
wind turbines and solar panels, do not inherently produce electricity at a
consistent frequency and voltage, unlike synchronous generators. This creates
synchronization challenges when integrating renewable energy into the grid, as
it must match the grid's frequency and phase.
Challenges:
Grid Stability and Frequency Control:
Synchronous generators provide inherent grid stability by maintaining the
grid's frequency and voltage. However, as more variable renewable energy
sources are integrated, the grid's stability can be compromised due to
fluctuations in power supply. When wind or solar power output suddenly drops or
surges, it can disrupt the grid's frequency, potentially leading to power
outages or equipment damage.
Synchronous Inertia: Synchronous
generators contribute to grid inertia, which is essential for maintaining
system stability during disturbances. In contrast, many renewable energy
sources lack this synchronous inertia, making it challenging to address sudden
changes in power supply and demand. Additional technologies, such as energy
storage systems or advanced grid control strategies, are needed to compensate
for this deficiency.
Advancements in Power Electronics and
Non-Synchronous Alternatives:
The emergence of advanced power
electronics and non-synchronous alternatives poses a challenge to the
traditional synchronous generator market. Power electronic devices, such as
inverters, offer the capability to convert and control the output of variable
renewable energy sources more effectively. Additionally, non-synchronous
generators, such as induction generators or permanent magnet generators, have
gained popularity in specific applications due to their advantages in
efficiency and simplicity.
Challenges:
Competition from Non-Synchronous
Alternatives: Non-synchronous generators, particularly permanent magnet
generators used in some wind turbines, have become more competitive in terms of
cost and efficiency. Their simpler designs and ability to generate power
without the need for synchronization with the grid can pose a challenge to
traditional synchronous generators in specific applications.
Transition to Power Electronics: Power
electronic devices, such as inverters used in photovoltaic solar systems, are
increasingly prevalent in renewable energy systems. These devices enable the
direct conversion of DC power from solar panels or wind turbines into AC power
for the grid without the need for synchronous generators. The transition to
power electronics-based solutions can reduce the demand for synchronous
generators in certain segments of the energy market.
In conclusion, the integration of
variable renewable energy sources and the competition from non-synchronous
alternatives and advanced power electronics are two significant challenges
facing the global synchronous generator market. Addressing these challenges
requires innovative grid management strategies, investments in grid
infrastructure, and continued advancements in generator technology to ensure
the reliable and efficient integration of renewable energy while maintaining
grid stability..
Segmental Insights
2-5 MVA Insights
Based on the category of Form, the 2-5
MVA segment emerged as the dominant player in the global market for synchronous
generator in 2022. The 2-5 MVA synchronous generator segment is characterized
by its suitability for medium-sized power generation applications. This power
rating range is often employed in various sectors, including manufacturing,
commercial facilities, and smaller utility-scale power plants. The growing
demand for reliable power sources in these applications drives the market for
2-5 MVA synchronous generators. Industries
such as manufacturing, petrochemicals, and mining require consistent and stable
power sources to support their operations. The 2-5 MVA synchronous generators
are well-suited for providing backup or prime power to industrial facilities.
They offer the necessary capacity to run critical machinery and systems,
ensuring uninterrupted production processes. Commercial buildings, data centers, hospitals, and
institutional facilities demand reliable power sources to maintain essential
services and operations. Synchronous generators in the 2-5 MVA range serve as
backup power solutions to ensure business continuity during grid outages. With
the increasing reliance on digital technologies, data centers, in particular,
require robust backup power systems, driving the demand for these generators.
Synchronous generators in the 2-5
MVA range play a role in grid stability and distributed generation. They can be
integrated into microgrid systems, providing localized power generation and
enhancing grid resilience. As grid operators and utilities seek to improve grid
stability and incorporate distributed energy resources, these generators become
essential components. Synchronous generators within the 2-5 MVA range are
commonly used in both diesel and natural gas generator sets. These generator
sets are deployed in various applications, including emergency backup power,
remote power generation, and prime power for off-grid locations. The choice
between diesel and natural gas generators depends on factors such as fuel
availability, emissions regulations, and operational requirements.
.
Gas Turbine Insights
The Gas Turbine segment is projected to
experience rapid growth during the forecast period. Gas turbines are widely
used in power generation applications, both for base-load and peaking power
plants. They operate on the Brayton cycle, using compressed air and fuel
combustion to drive a turbine and generate mechanical power. Synchronous
generators are an integral part of gas turbine power plants, as they convert
the mechanical power produced by the gas turbine into electrical power. This
combination of gas turbines and synchronous generators is commonly found in
natural gas power plants and provides a reliable and efficient method of
electricity generation. One
of the notable developments in the power generation industry is the use of
combined cycle power plants, which incorporate both gas turbines and steam
turbines. In such plants, the gas turbine generates electricity directly, and
the waste heat is captured to produce steam, which drives a steam turbine
connected to another synchronous generator. This combined cycle configuration
significantly improves overall plant efficiency. Synchronous generators play a
vital role in these systems by converting the mechanical energy from both the
gas and steam turbines into electrical power. Gas turbines, particularly
aeroderivative gas turbines, are used in industrial and commercial facilities
to provide onsite power generation. These facilities, such as manufacturing
plants, hospitals, data centers, and universities, rely on gas turbines to meet
their electricity and thermal energy needs. Synchronous generators are paired
with gas turbines to ensure a stable and reliable power supply. This
combination is essential for maintaining critical operations and reducing
dependence on the grid. Gas turbines are the primary propulsion systems in
aviation (jet engines) and marine applications (gas turbine engines). In
aviation, they power commercial and military aircraft, providing thrust for
propulsion. In marine environments, gas turbines are used in naval ships,
cruise liners, and fast ferries. While not directly connected to synchronous
generators for power generation, these applications highlight the versatility
and efficiency of gas turbines in transportation and marine industries. Gas
turbines, often in the form of microturbines, are deployed in distributed
energy resource systems. These systems provide localized power generation and
can be integrated into microgrids or used for combined heat and power (CHP)
applications. Synchronous generators are used in these setups to convert the
mechanical energy produced by the gas turbines into electrical power for onsite
consumption or export to the grid.
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)
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Regional Insights
Asia Pacific was the largest market for
synchronous generators, accounting for over 40% of the market share in 2022.
The growth of the market in Asia Pacific is attributed to the increasing demand
for electricity from renewable energy sources, such as solar and wind power.
China is the largest market for synchronous generators in Asia Pacific,
followed by India and Japan.
North America was the second largest
market for synchronous generators, accounting for over 25% of the market share
in 2022. The growth of the market in North America is attributed to the
increasing demand for power in the United States and Canada. The United States
is the largest market for synchronous generators in North America, followed by
Canada.
Europe was the third largest market for
synchronous generators, accounting for over 20% of the market share in 2022.
The growth of the market in Europe is attributed to the increasing demand for
electricity from renewable energy sources, such as solar and wind power.
Germany is the largest market for synchronous generators in Europe, followed by
France and the United Kingdom.
Recent Developments
- In February 2023, ABB announced an
investment of USD100 million to expand its manufacturing capacity for
synchronous generators in India. The investment will be used to build a new
manufacturing plant in Gujarat. The expansion is expected to create over 500
new jobs.
- In March 2023, Siemens Gamesa announced
an investment of USD 54.28 million to expand its manufacturing capacity for
synchronous generators in Spain. The investment will be used to upgrade the
existing facilities. The expansion is expected to create over 100 new jobs.
- In April 2023, GE Renewable Energy
announced an investment of USD 30 million to expand its manufacturing capacity
for synchronous generators in the United States. The investment will be used to
build a new manufacturing plant in Wisconsin. The expansion is expected to
create over 200 new jobs.
- In May 2023, Mitsubishi Heavy Industries
announced an investment of USD 17 million to expand its manufacturing capacity
for synchronous generators in Japan. The investment will be used to upgrade the
existing facilities. The expansion is expected to create over 50 new jobs.
- In June 2023, Andritz announced an
investment of USD11 million to expand its manufacturing capacity for
synchronous generators in Austria. The investment will be used to build a new
manufacturing plant. The expansion is expected to create over 30 new jobs.
- These investments are a reflection of
the growing demand for synchronous generators in different parts of the world.
The market is expected to grow at a rapid pace in the coming years, driven by
the increasing demand for renewable energy and the need for reliable and
efficient power generation.
Key Market Players
- ABB Ltd
- Siemens
Gamesa Renewable Energy S.A.,
- GE
Renewable Energy
- Mitsubishi
Heavy Industries, Ltd.
- Andritz AG
- Bharat
Heavy Electricals Limited
- Hitachi
Energy Ltd.
- Suzlon Energy
Limited
- Wood Group
PLC
- GE Power
Conversion
By Prime Mover
|
By Speed
|
By Power Rating
|
By End User
|
By Region
|
- Steam Turbine
- Gas Turbine
|
|
- 2-5
MVA
- 10-20
MVA
- 20-30
MVA
- 30-50
MVA
|
- Hospitals
- Data
Centers
- Telecommunications
Networks
- Residential
- Others
|
- North
America Europe
- Asia
Pacific
- South
America
- Middle
East & Africa
|
Report Scope:
In this report, the Global Synchronous Generator
Market has been segmented into the following categories, in addition to the
industry trends which have also been detailed below:
- Synchronous Generator
Market, By Prime Mover:
o Steam Turbine
o Gas Turbine
- Synchronous Generator
Market, By Speed:
o 1,500 RPM
o 3,000 RPM
- Synchronous Generator
Market, By Power Rating:
o 2-5 MVA
o 10-20 MVA
o 20-30 MVA
o 30-50 MVA
- Synchronous Generator
Market, By End User:
o Hospitals,
o Data Centers
o Telecommunications
Networks,
o Residential
o Others
- Synchronous Generator
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
§ Egypt
Competitive Landscape
Company Profiles: Detailed analysis of the major companies present in the Global Synchronous
Generator Market.
Available Customizations:
Global Synchronous Generator 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 Synchronous Generator 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]