Germany Automotive Temperature Sensor Market is
projected to grow at a robust CAGR during the forecast period 2023-2027, owing
to increasing demand & production of vehicles, growing demand for hybrid
and electric vehicles, and rapid advancements in the sensor technology. Automotive temperature sensors are primarily
utilized to ensure the optimum performance of vehicle with respect to coolant,
air, and oil. These sensors have the ability to sense the temperature of gas
and liquid in any vehicle. The German automotive industry is one of the biggest
industries in the world. In 2020, the passenger car sales amounted for
approximately 2.9 million units in Germany. this can be accredited to the
inflating disposable income of the consumers and their demand for safe and
convenient transportation. Apart from
this, the demand for the high-performance engine is also propelling the demand
for automotive temperature sensor.
Stringent policies by the German
government to control CO2 emission are anticipated to fuel the growth of
automotive temperature sensor market. Germany has introduced its Climate Action
Plan 2050, in which the government has set the target to cut emission by 80-95
percent. Automotive temperature sensors help in monitoring the temperature of
the engine and the inner environment of the car. Such initiatives by the
government have mandated the installation of sensors to meet the set standards
of safety and emission control. Apart from this, to keep up with the growing
demand, various industry leaders are investing heavily in several segments of
the industry, which in turn, is expected to boost the adoption of automotive temperature
sensors.
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)
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Germany automotive temperature sensor
market is bifurcated into vehicle type, product, technology, usage, EV
application, competitive landscape, and regional distribution. Based on the
vehicle type the market is divided between passenger cars and commercial
vehicles. Among these, the passenger car segment is anticipated to hold a
prominent market share in the coming years. This is primarily because the
increasing production of passenger cars to meet the growing demand. Moreover,
the growing demand for premium and luxury vehicles is also increasing the
market share for passenger car segment. By Product the market is segmented into
resistance temperature detectors (RTD), thermistor. On the basis of technology,
the market is differentiated between contact and non-contact. By usage the
market is bifurcated into gas, air and liquid. Based on the EV application the
market is segmented into HVAC, engine, battery and electric motor. The market
also studies the regional scope divided among North Rhine-Westphalia, Bavaria, Baden-Wurttemberg,
Saxony, Hesse, and Rest of Germany.
Some of the leading players in the Germany
automotive temperature sensor market are Continental, Delphi, Panasonic Corporation, NXP
Semiconductors, Robert Bosch, Sensata Technologies, TE Connectivity, Microchip,
TDK Corporation, Murata 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
·
Product
·
Technology
·
Usage
·
EV application
|
Country scope
|
North Rhine-Westphalia, Bavaria,
Baden-Wurttemberg, Saxony, Hesse, and Rest of Germany
|
Key companies profiled
|
Continental, Delphi, Panasonic Corporation,
NXP Semiconductors, Robert Bosch, Sensata Technologies, TE Connectivity,
Microchip, TDK Corporation, and Murata
|
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 temperature sensor
market has been segmented into following categories, in addition to the
industry trends which have also been detailed below:
- Germany Automotive Temperature
Sensor Market, By Vehicle Type:
- Passenger Cars
- Commercial Vehicles
- Germany Automotive Temperature
Sensor Market, By Product:
- Resistance Temperature Detectors (RTD)
- Thermistor
- MEMS
- IC Temperature Sensor
- Thermocouple
- Infrared Temperature Sensor
- Germany Automotive Temperature
Sensor Market, By Technology:
- Germany Automotive Temperature
Sensor Market, By Usage:
- Germany Automotive Temperature
Sensor Market, By EV Application:
- HVAC
- Engine
- Battery
- Electric Motor
- Germany Automotive Temperature Sensor 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 Automotive Temperature Sensor 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 Temperature Sensor
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]