United States Instrument Transformers market
is projected to grow at a robust CAGR over the next five years owing to growing
demand for power, evolving technologies and growing investments in smart grids.
Based on voltage, in 2021, the distribution voltage market holds the largest
market share due to growing power demand in residential and commercial sectors.
Based on type, the current transformers type is expected to hold the largest
market share during 2023-2027 due to its application in electrical circuit as
these are mostly used to measure more than 5 A magnitude of electrical circuit.
Some of the leading players in the United
States Instrument Transformers market are ABB, Mitsubishi Electric, Schneider
Electric, EMEK, Siemens, GE, Pfiffner Instrument Transformers, CG Power etc.
Objective of the Study:
- To analyse and forecast the market size of Instrument Transformers,
in terms of value and Volume.
- To classify and forecast United States Instrument Transformers based
on type, dielectric medium, voltage, enclosure type, application, end-user
and regional distribution.
- To identify drivers and challenges for United States Instrument Transformers.
- To examine competitive developments such as expansions, new product
launches, mergers & acquisitions, etc., in United States Instrument Transformers.
- To conduct the pricing analysis for Instrument Transformers.
- To identify and analyse the profile of leading players involved in
the manufacturing of United States Instrument Transformers.
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)
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Some of the leading players in the United
States Instrument Transformers market are ABB, Mitsubishi Electric, Schneider
Electric, EMEK, Siemens, GE, Pfiffner Instrument Transformers, CG Power etc.
TechSci Research performed both primary as well as
exhaustive secondary research for this study. Initially, TechSci Research
sourced a list of manufacturers across United States. Subsequently, TechSci
Research conducted primary research surveys with the identified companies.
While interviewing, the respondents were also enquired about their competitors.
Through this technique, TechSci Research could include the manufacturers which
could not be identified due to the limitations of secondary research. TechSci
Research analysed the service offerings, distribution channels and presence of all
major collaboration manufacturers across United States.
TechSci
Research calculated the market size of United States Instrument Transformers using a bottom-up approach, where data for various end user
industries and its application across various product types were recorded and
forecast for the future years. TechSci Research sourced these values from the
industry experts and company representatives and externally validated through analysing
historical data of these product types and applications for getting an
appropriate, overall market size. Various secondary sources such as company
website, news articles, press releases, company annual reports, investor
presentations and financial reports were also used by TechSci Research.
Key Target Audience:
- United States Instrument
Transformers Component Manufacturers
- Dealers & Distributors
- Smart Grid Project
Developers
- Companies related to
electric power generation, transmission, and distribution
- Raw material suppliers
- Equipment Manufacturing Companies
- Research organizations and
consulting companies.
- Research Institutes
- Industry associations
- Market research and
consulting firm.
The study is useful in providing answers to several critical
questions that are important for the industry stakeholders such as collaboration
service providers and partners, end users, etc., besides allowing them in
strategizing investments and capitalizing on market opportunities.
Attribute
|
Details
|
Base
Year
|
2021
|
Historical
Years
|
2017 –
2020
|
Estimated
Year
|
2022E
|
Forecast
Period
|
2023F –
2027F
|
Quantitative
Units
|
Revenue in
USD Million, and CAGR for 2017-2021 and 2022E-2027F
|
Report
Coverage
|
Revenue
forecast, company share, competitive landscape, growth factors, and trends
|
Segments
Covered
|
·
Type
·
Dielectric Medium
·
Voltage
·
Enclosure Type
·
Application
·
End User
|
Region
Scope
|
South-Region,
West-Region, Mid-West Region & Northeast-Region
|
Key
Companies Profiled
|
ABB,
Mitsubishi Electric, Schneider Electric, EMEK, Siemens, GE, Pfiffner
Instrument Transformers, CG Power
|
Customization
Scope
|
10% free
report customization with purchase. Addition or alteration to regional &
segment scope.
|
Pricing
and Purchase Options
|
Avail
customized purchase options to meet your exact research needs. Explore purchase
options
|
Delivery
Format
|
PDF and Excel through Email (We can also
provide the editable version of the report in PPT/Word format on special
request)
|
Report Scope:
In this report, United States Instrument Transformers market
has been segmented into following categories, in addition to the industry
trends which have also been detailed below:
- United States Instrument
Transformers Market, By Type:
- Current Transformers
- Potential Transformers
- Combined Instrument Transformers
- United States Instrument
Transformers Market, By Dielectric Medium:
- Liquid Dielectric Instrument Transformers
- SF6 Gas Dielectric Instrument Transformers
- Solid Dielectric Instrument Transformers
- United States Instrument
Transformers Market, By Voltage:
- Distribution Voltage
- Sub-Transmission Voltage
- High Voltage Transmission
- Extra High Voltage Transmission
- Ultra-High Voltage Transmission
- United States Instrument
Transformers Market, By Enclosure Type:
- Indoor Instrument Transformers
- Outdoor Instrument Transformers
- United States Instrument
Transformers Market, By Application:
- Switchgear Assemblies
- Relaying
- Transformer & Circuit Breaker Bushing
- Metering & Protection
- United States Instrument
Transformers Market, By End User:
- Power Utilities
- Power Generation
- Industries & OEMS
- Railways & Metros
- United States Instrument
Transformers Market, by Region:
- South Region
- West Region
- Mid-West Region
- Northeast Region
Competitive Landscape
Company Profiles: Detailed analysis of the major companies
present in Instrument Transformers.
Available Customizations:
With the given market data, TechSci Research offers
customizations according the 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).
Profit Margin Analysis
- Profit
margin analysis in case of direct and indirect sales channel.
It 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]