Germany automotive connectors market is
projected to grow at a robust CAGR during 2023-2027. The major factors
contributing to the growth of the market are increasing safety concerns while
driving due to the rising number of road accidents. Automotive connectors refer
to the electromechanical components that are important for connecting
electrical terminals to form circuits. They are used to connect cables, PCBs,
wires, integrated circuit packages and battering in the vehicle. At present,
the rising demand for monitoring different systems within the automobile is
boosting the adoption of connectors in Germany. Moreover, the increasing demand
for automotive safety systems has a direct influence on the demand for
automotive connectors, for instance, automotive safety systems are used in
airbags, seatbelts and brakes need a connection system including a retainer and
safety restraint system connector. In 2017, the European Commission introduced
several guidelines to increase the road safety measures and reduce the deaths
and severe injuries to half, caused due to car accidents by 2030. World’s most
advanced new car safety standards will make life-saving technologies such as
Automated Emergency Braking and overridable Intelligent Speed Assistance a
standard feature on all new vehicles. Moreover, increasing number of road
fatalities has forced the manufacturers to invest more on automotive safety
features and components. Increasing number of electronic components in vehicles
such as safety demonstration systems along with the growing trend of vehicle
electrification is expected to drive the demand for automotive connectors in
Germany over the coming years.
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)
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Germany automotive connectors market is
segmented into vehicle type, connection type, system type, application type, competitive
landscape, and regional distribution. Based on the vehicle type, the market is
divided between the passenger cars and commercial vehicles. Among
these, the passenger car segment is expected to hold a considerable market
share over the forecast period. This can be attributed to the increasing per
capita income of the consumers along with their elevating standards of living.
Moreover, with increased purchasing power, people are opting for a convenient,
comfortable, and safe mode of transportation. Moreover, the manufacturers are
introducing passenger cars with stylish designs and compact sizes at an
economical value, resulting in a larger market share. By connection type, the market is
bifurcated into wire-to-wire connection, board to board connection, and wire to
board connection. On the basis of system type, the market is segmented between sealed
connector system and unsealed connector system. Based on the application type
the market is fragmented into body control & interiors, fuel & emission
control, safety & security system and engine control & cooling system. The
market analysis also studies the regional segmentation to devise regional
market segmentation, divided among North Rhine-Westphalia, Bavaria, Baden-Wurttemberg,
Saxony, Hesse, and Rest of Germany.
Some of the leading players in the Germany
Automotive Connectors Market are Delphi Automotive, Sumitomo
Electric Industries Ltd., Molex Incorporated, Yazaki Corporation, Japan
Aviation Electronics Industry, Ltd., JST Mfg. Co., Ltd., AVX Corporation, Amphenol
Corporation, Hirose Electric Co.,Ltd, Foxconn Technology Group etc.
Attribute
|
Details
|
Base Year
|
2021
|
Historic Data
|
2017 – 2020
|
Estimated Year
|
2022
|
Forecast Period
|
2023 – 2027
|
Quantitative Units
|
Revenue in USD Million, Volume in
Units, CAGR for 2017-2021 and 2022-2027
|
Report coverage
|
Revenue Forecast, Volume Forecast,
Company Share, Competitive Landscape, Growth Factors, And Trends
|
Segments covered
|
·
Vehicle Type
·
Connection Type
·
System Type
·
Application Type
|
Country scope
|
North Rhine-Westphalia, Bavaria,
Baden-Wurttemberg, Saxony, Hesse, and Rest of Germany
|
Key companies profiled
|
Delphi
Automotive, Sumitomo Electric Industries Ltd., Molex Incorporated, Yazaki
Corporation, Japan Aviation Electronics Industry, Ltd., JST Mfg. Co., Ltd.,
AVX Corporation, Amphenol Corporation, Hirose Electric Co., Ltd, Foxconn
Technology Group
|
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, Germany automotive connectors market has
been segmented into following categories, in addition to the industry trends
which have also been detailed below:
- Germany Automotive Connector Market,
by Vehicle Type:
- Passenger Car
- Commercial Vehicles
- Germany Automotive Connector Market,
by Connection Type:
- Wire to Wire Connection
- Board to Board Connection
- Wire to Board Connection
- Germany Automotive Connector Market,
by System Type:
- Sealed Connector System
- Unsealed Connector System
- Germany Automotive Connector Market,
by Application:
- Body Control & Interiors
- Fuel & Emission Control
- Safety & Security System
- Engine Control & Cooling System
- Germany Automotive Connector Market,
by Country:
- North Rhine-Westphalia
- Bavaria
- Baden-Wurttemberg
- Saxony
- Hesse
- Rest of Germany
Competitive Landscape
Company Profiles: Detailed analysis of the major
companies present in Germany automotive connectors market.
Available Customizations:
With the given market data, TechSci Research offers
customizations according to 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).
Germany automotive connectors 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]