United States automotive
diagnostic scan tools market is anticipated to register growth with an
impressive CAGR in the forecast period, 2023-2027, on the account of surging
demands to own personal vehicles. Expanding automotive industry in the country
and increasing sales of the automobiles is further driving the growth of the
United States automotive diagnostic scan tools market in the upcoming five
years. Growing research and technological advancement in the automotives to
enhance their performance and their features also played a vital role in growth
of the United States automotive diagnostic scan tools market in the next five
years.
Automotive diagnostic scan tools are the electronic devices
and software functioning together to diagnose any faults in the automotives.
These scan tools are used to reprogram control modules for the vehicle to
diagnose and analyze electronic system malfunction for various vehicles. The
scan tools are often used by the mechanics with compete know how of the tools
as well as the vehicles. The need for using the tools have increased in recent
years since the use of artificial intelligence and software for the better
functioning of the vehicles have increased.
Increasing Sales of Passenger
Cars Drive Market Growth
Increasing sales of the
passenger cars are actively supporting the demand and the growth of the United
States automotive diagnostic scan tools market in the upcoming five years. In
the year 2020, over 275 million vehicles were on road in the United States. Rising
disposable income among the population coupled with the inclination toward
multiple personal car ownership also facilitates the growth of the United
States automotive diagnostic scan tools market in the next five years.
Demand from the
consumer for regular maintenance, and diagnosis of the automobile failures
further enhances the market growth. The United States automotive diagnostic
scan tools market in also expected to grow due to climate changes that may lead
to higher wear & tear along with systemic failures in the automotives and
other factors like lifeline of the vehicles, automotive regular servicing etc.
also aid to the growth of the United States automotive diagnostic scan tools
market in the future five years.
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)
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Market Segmentation
The
United States automotive diagnostic scan tools market is segmented by vehicle
type, component, type, application, competitional landscape, and regional
distribution. Based
on vehicle type, the market is further segmented into two-wheeler, passenger
car, LCV, M&HCV, and OTR. By component, the market is differentiated
between software and hardware. Based on type, the market is fragmented into scanners,
code readers, TPMS tools, and others. By application, the market is bifurcated
into exhaust gas analyzer, wheel alignment equipment, headlight tester, fuel
injection diagnostic, pressure leak detection, engine analyzer, and others. The
market analysis also studies the regional segmentation to devise regional
market segmentation, divided among South region, Mid-west region, North-east
region, West region.
Company Profile
Robert Bosch GmbH, Siemens AG, Continental
AG, Snap-on Incorporated, Denso Corporation, Horiba, Ltd., Noregon Systems,
Inc., Hickok Inc., DG Technologies, KPIT Technologies Ltd, among others is a partial
list of major market players of the companies responsible for the growth of United
States automotive diagnostic scan tools market.
Attribute
|
Details
|
Base Year
|
2021
|
Historical Data
|
2017 – 2020
|
Estimated Year
|
2022
|
Forecast Period
|
2023 – 2027
|
Quantitative Units
|
Revenue in USD Million, and CAGR for 2017-2021 and 2022-2027
|
Report coverage
|
Revenue forecast, company share, competitive landscape, growth
factors, and trends
|
Segments covered
|
·
Vehicle Type
·
Component
·
Type
·
Application
|
Regional scope
|
South region, Mid-west region, North-east region, West region
|
Key companies profiled
|
Robert Bosch GmbH, Siemens AG,
Continental AG, Snap-on Incorporated, Denso Corporation, Horiba, Ltd., Noregon
Systems, Inc., Hickok Inc., DG Technologies, KPIT Technologies Ltd
|
Customization scope
|
10% free report customization with purchase. Addition or
alteration to country, 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 Automotive diagnostic scan
tools market has
been segmented into following categories, in addition to the industry trends
which have also been detailed below:
- United States Automotive Diagnostic
Scan Tools Market, By Vehicle Type:
- Two-Wheeler
- Passenger Car
- LCV
- M&HCV
- OTR
- United States Automotive Diagnostic
Scan Tools Market, By Component:
- United States Automotive Diagnostic
Scan Tools Market, By Type:
- Scanners
- Code Readers
- TPMS tools
- Others
- United States Automotive Diagnostic
Scan Tools Market, By Application:
- Exhaust Gas Analyzer
- Wheel Alignment Equipment
- Headlight Tester
- Fuel Injection Diagnostic
- Pressure Leak Detection
- Engine Analyzer
- Others
- United States Automotive diagnostic
scan tools Market, By Region:
o South region
o Mid-west region
o North-east region
o West region
Competitive Landscape
Company
Profiles: Detailed
analysis of the major companies present in United States automotive diagnostic scan
tools market.
Available Customizations:
With the given market data, TechSci
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).
United States Automotive Diagnostic Scan Tools 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]