Global Self-Driving Car Market Synopsis
The Global Self-Driving Car Market size is expected to grow from USD 26270 Million in 2023 to USD 65330 Million by 2030, at a CAGR of 13.90% during the forecast period (2023-2030).
A self-driving car, also known as an autonomous car, driverless car, or robotic car (robo-car), is a car that is capable of traveling without human input and has witnessed increasing demand from Automotive and other industries globally.
- An autonomous car is a vehicle capable of sensing its environment and operating without human involvement. A human passenger is not required to take control of the vehicle at any time, nor is a human passenger required to be present in the vehicle at all. An autonomous car can go anywhere a traditional car goes and do everything that an experienced human driver does.
- Self-driving cars use sensors to perceive their surroundings, such as optical and thermographic cameras, radar, lidar, ultrasound/sonar, GPS, odometry, and inertial measurement units. Control systems interpret sensory information to create a three-dimensional model of the vehicle's surroundings. Based on the model, the car then identifies an appropriate navigation path and strategies for managing traffic controls (stop signs, etc.) and obstacles.
- Rapid Improvement in the Sensor -Processing technologies, high-definition mapping, adaptive algorithms, and the deployment of infrastructure-to-vehicles and vehicle-to-vehicle communication technologies are encouraging several companies to expand their production capabilities and take vehicle automation to the next level.
Top Key Players Involved Are:
"Waymo LLC (USA), Tesla (USA), General Motors (USA), Ford (USA), BMW (Germany), Volkswagen (Germany), Mercedes-Benz (Germany), Audi (Germany), Toyota (Japan), Honda (Japan), Nissan (Japan), Volvo (Sweden), Hyundai (South Korea), Kia Motors (South Korea), Baidu (China), Uber (USA), Lyft (USA), Aptiv (Ireland), Nvidia (USA), Intel (USA), Mobileye (Israel), Continental (Germany), ZF Friedrichshafen AG (Germany), Bosch (Germany), Magna International (Canada), and Other Major Players".
![Self-Driving Car](data:image/png;base64,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)
Global Self-Driving Car Market Trend Analysis
Technological Advancement Rise the Self-Driving Car Market
- Self-driving cars rely on a variety of sensors, including cameras, radar, and lidar, to perceive their environment. Advances in sensor technology are making it possible for self-driving cars to accurately detect and interpret their surroundings, which improves their ability to make driving decisions in real time.
- Furthermore, Self-driving cars use machine learning algorithms and artificial intelligence to process data from their sensors and make driving decisions. As these technologies continue to improve, self-driving cars are becoming more reliable and safer. Self-driving cars are often equipped with advanced connectivity features that allow them to communicate with other vehicles and infrastructure, such as traffic lights and road signs.
- Additionally, the connectivity can help improve safety and efficiency on the road. The software that runs self-driving cars is constantly being updated and improved. This includes updates to the algorithms that make driving decisions, as well as improvements to the user interface and other software features. As self-driving cars become more connected and rely more on software, cybersecurity is becoming increasingly important. Advances in cybersecurity technology are helping to ensure that self-driving cars are secure and protected from cyberattacks.
- Overall, technological advancements are helping to drive the self-driving car market by improving the safety, reliability, and efficiency of these vehicles. As these technologies continue to evolve, we can expect to see further growth and innovation in this market.
Opportunities in The Logistic Companies
- Logistics companies can use self-driving vehicles for delivery services, reducing the need for human drivers and increasing delivery speed and accuracy Logistics companies can also use self-driving trucks for transportation services, reducing labor costs and improving safety and efficiency on the roads. Logistics companies can use self-driving trucks to reduce the cost and time of shipping goods, particularly over long distances.
- Self-driving vehicles can also help logistics companies to manage their fleets more efficiently, optimizing routes, reducing fuel consumption, and minimizing vehicle downtime. Self-driving vehicles can be particularly useful for last-mile delivery, which is often the most costly and time-consuming part of the delivery process. Logistics companies can also customize self-driving vehicles to meet their specific needs and requirements, such as modifying the size or cargo capacity of the vehicle.
- Overall, logistics companies have significant opportunities in the self-driving car market and can leverage this technology to increase efficiency, reduce costs, and improve safety in the logistics industry. As the market for self-driving cars continues to grow, logistics companies can expect to see further advancements in this technology, which will drive further innovation and growth in the industry.
Segmentation Analysis of The Global Self-Driving Car Market
The Global Self-Driving Car Market Segments Cover the Type, Application, Electric Vehicle, Component, And Level of Autonomy. By Type, The Semi-Autonomous Segment Is Anticipated to Dominate the Market Over the Forecast Period.
- Semi-autonomous vehicles are more affordable and easier to implement. Regulations and laws governing autonomous vehicles are still evolving, making it difficult for fully autonomous vehicles to operate in many areas. Semi-autonomous vehicles, which require some level of human control, face fewer regulatory barriers.
- Semi-autonomous vehicles, which still require human intervention, provide an extra layer of safety and reassurance to both passengers and regulators Many people are still hesitant about the idea of fully autonomous vehicles and prefer to have some level of control over their vehicle. Semi-autonomous vehicles provide a compromise that allows drivers to retain some control while still benefiting from the safety features and convenience of autonomous driving.
- Overall, the semi-autonomous segment is currently dominant in the self-driving car market because it offers a practical and affordable solution to many of the challenges facing the autonomous driving industry. As technology improves and regulations evolve, fully autonomous vehicles may become more widespread in the future.
Regional Analysis of The Self-Driving Car Market
Asia Pacific is Expected to Dominate the Market Over the Forecast Period
- The Asia Pacific region has some of the highest population densities in the world, making it an attractive market for self-driving cars, which can help to reduce congestion on the roads. Governments in the Asia Pacific region have been proactive in supporting the development and deployment of self-driving cars, providing funding, regulatory frameworks, and other incentives to promote innovation in this field.
- The Asia Pacific region is home to some of the world's leading technology companies, with a strong focus on innovation and R&D. This has led to significant advancements in self-driving car technology, with many of the leading self-driving car companies based in the region. The Asia Pacific region has a rapidly growing middle class, with rising disposable incomes and increasing demand for luxury goods and services, including self-driving cars.
- Many cities in the Asia Pacific region are experiencing rapid urbanization, which is putting pressure on existing transportation systems. Self-driving cars can help to alleviate this pressure by providing a more efficient and convenient mode of transportation.
- In Conclusion, the Asia Pacific region has many of the key factors necessary for the growth and development of the self-driving car market. As such, we can expect to see continued investment and innovation in this field in the coming years, with the region emerging as a dominant player in this market.
![motor vehicle 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izpW1Lq6D9vLDGu6kM70RDQX+MyUXdRVPy81CGL0UkMA03LUTdzw3r7zy4oNZXQbciG9jf2a6qDGs0VPbwa1+DkBfA3PC11CnkM7khomHVrv/k9Ppqod653dknu6oynOwYxroxeQmMhq+lTiEHckPZSBV5lj/2yfoqkLB21BJPku/5J7NdYVXW5K98cLDVcmtcP8ElPw5l+Fok+PgccDU3VO0A21okZvi2D1ZBLcPUKMx2VVbtMSk5JUgpN326ykLwtDrkp6EMX4uMbw8zq7khbvUUkLjtVSC7msStrwL/7er2+9azXZVV06Fqry+FF0pfC3PDF1NH/1vDe9leC6Phi/mIOMM56YuhDF/NJ4zwLeekr4UyfDWfMN/jm9leDHPDVyMTvvnFlHfjfGMwfC2MhoSkQxkSkg5lSEg6zA0JSYfRkJB0KENC0qEMCUmHuSEh6TAaEpIOZUhIOpQhIekwNyQkHUZDQtKhDAlJhzIkJB3mhoSkw2hISDqUISHpUIaEpMPckJB0GA0JSYcyJCQdypCQdJgbEpIOoyEh6VCGhKRDGRKSDnNDQtJhNCQkHcqQkHQoQ0LSYW5ISDqMhoSkQxkSkg5lSEg6zA0JSYfRkJB0KENC0qEMCUmHuSEh6TAaEpIOZUhIOpQhIekwNyQkHUZDQtKhDAlJhzIkJJ0HueHt6+vr5otbWfza6dJVFja6cKofddspbXVmIIRE1qPh4Shau8o/f/5svvb20Z/tVYRnayf/R1a77ZS2OjMQQhZ4YlK6u57//Dmr+HzVgtvxIhq7ieHPsYjMtmu01ZmBEDLlCRnuVUWbK9bOF9Pj/rqFvGqs20zVZm7GzEAImfLE94YHVdHRIp9wvtrkVCek56tYjkWf86BnbgajISGrPI6G56tejjkej19fXzITPbkMt5oXnq9fXzXva9NWw918aWIghMx4LMOjxbKLTELl34tfl/FoKPPOy/Uq0jR8u0pbnRkIITMeyvBg+vtzs6i3/9p2k1Izbb98uortCm11ZiCEzHmUG+5ddZIb+toJU0wTZFkyi28H2urMQAgJPIiGG/92XtWkMe9wLYKUf7ee/W002tXtnLY6MxBCIusytO/mjbN+L3HS+LfVzyQsihQ1DjaDge/1y2ozEELusS5DvToqaF6oV0XL1RnBfHa6pDo7qtG2Mxk2t64AQsgd+LwhIek8/sKCEPLDUIaEpEMZEpIOc0NC0mE0JCQdypCQdChDQtJhbkhIOoyGhKRDGRKSDmVISDrMDQlJh9GQkHS+J8P/vwPMhJARKENC0vlebgjVBWAmhIzAaEhIOpQhIelQhoSkw9yQkHQYDQlJhzIkJB3KkJB0mBsSkg6jISHpUIaEpEMZEpIOc0NC0mE0JCQdypCQdChDQtJhbkhIOoyGhKRDGRKSDmVISDrMDQlJh9GQkHQoQ0LSoQwJSYe5ISHpMBoSkg5lSEg6lCEh6TA3JCQdRkNC0qEMCUmHMiQkHeaGhKTDaEhIOpQhIelQhoSkw9yQkHQYDQlJhzIkJB3KkJB0mBsSkg6jISHpUIaEpEMZEpIOc0NC0mE0JCQdypCQdChDQtJhbkhIOoyGhKRDGRKSDmVISDrMDQlJh9GQkHQoQ0LSoQwJSYe5ISHpMBoSkg5lSEg6lCEh6TA3JCQdRkNC0qEMCUmHMiQkHeaGhKTDaEhIOpQhIelQhoSkw9yQkHQYDQlJhzIkJB3KkJB0mBsSkg6jISHpUIaEpEMZEpIOc0NC0mE0JCQdypCQdChDQtJhbkhIOoyGhKRDGRKSDmVISDrMDQlJh9GQkHQoQ0LSoQwJSYe5ISHpMBoSkg5lSEg6lCEh6TA3JCQdRkNC0qEMCUmHMiQkHeaGhKTDaEhIOpQhIelQhoSkw9yQkHQYDQlJhzIkJB3KkJB0mBsSkg6jISHpUIaEpEMZEpIOc0NC0mE0JCQdypCQdChDQtJhbkhIOoyGhKRDGRKSDmVISDrMDQlJh9GQkHQoQ0LSoQwJSYe5ISHpMBoSkg5lSEg6lCEh6TA3JCQdRkNC0qEMCUmHMiQkHeaGhKTDaEhIOpQhIelQhoSkw9yQkHQYDQlJhzIkJB3KkJB0mBsSkg6jISHpUIaEpEMZEpIOc0NC0mE0JCQdypCQdChDQtJhbkhIOoyGhKRDGRKSDmVISDrMDQlJh9GQkHQoQ0LSoQwJSYe5ISHpMBoSkg5lSEg6lCEh6TA3JCQdRkNC0qEMCUmHMiQkHeaGhKTDaEhIOpQhIelQhoSk8/Lc8PQlYI+3r40vbPXD3Z8/V/379XXzT3WDtlI3JuS38epouPna//lzuKoOVZCyUj6sbK9Fb4ejbHWVf/qNCfl1vFqGFxOV/nu+7k6uLFnSP4Xd9Ywlw1bbxoT8Pl4sw60r7ugzza0ra3O1NXB2pVb2UCU2JuT38eLc8HwxGSLgIcAdb334239NTwsHyJDRkPxaXhwNz8er7G17dWkhwB2PR8n8Lroo3OoFGuNcMsXTlTIkv5SXf2GhirtNo+HF4t/l0n9WOSIYclJKfi8vl6Fx8IgHyd0sGdxrnOxk5xz8U4GTUvJrybmnFFdhyqTURLmxbzFmV033bSZKGZJfS0o03CDEQVl+LdQnqi36KRv9Th8wNyS/lgwZ7kvEgwzP+g39yRVXvq2wb/TxmcPckPxaXi3Dw5dgO9xe7dY1vUB61iUTWb2fxhb0co4gytz6bW7laiohvwo+b0hIOjlXSgkhHZQhIel8sgwtpRT0+w57fgoXdM5HPB1lGWW9ylMfsbKFr6/J95OEJPL5uaF902jXXMuF1f2X3xAwfX7K1uwRq1N53pGQ9+DzJ6UHfT7jYHeHH01958veFtpziwoe3NB/T5PvJglJ5/NlaPLy7/5dabuL67E8IeXg9hy9Y2dr9+sQ8jZ8vAz9jpyzPrNxM91t5QOTIR5qBIiN+tgUoyF5Mz4+N8TDiufrl78twyToMjzqq2z8uQ1d1Rh4vqgM7QoNIyJ5Gz49GpYbvjfXy/Vql0w1VTQZXi3oXeozxceriNIySeXAW1TJ2/DpMsRzUTuV3PYqoc8e70c0VMt+mgjuqirL3auEpPPhMkTGh1fc7K/bk3+XeJUgWZ6fmjSvie/IG1TJu/DhueHOYx3elLEpr7GxQNg/P1XoXnTDaEjehs+OhvUtbvaKG3tgyld1oT0/1T23YVNWXfPLqoS8A58tw/Zwvj1AVb+u97SwPj+1txtodK5qTbUrpZNvMwhJ5Q1kCN8I7IT8dt4gN4RvBHZCfjuMhoSkQxkSkg5lSEg6zA0JSYfRkJB0KENC0qEMCUmHuSEh6TAaEpIOZUhIOpQhIekwNyQkHUZDQtL5dTKEbwBmQt4QypCQdH5dbgjfAMyEvCGMhoSkQxkSkg5lSEg6zA0JSYfRkJB0KENC0qEMCUmHuSEh6TAaEpIOZUhIOpRhz/loPzEjfwT7xSf72RmbtbclRzay37GxjfnDNOS/wNywZ/9109+C2unPr11Vh/aTbAf9EcW25KgqTYY7+/k2+wkpQr4Ho2HH+bL3n2RT7Ne6/RcT9VcU25Kxve62LkNj+mOmhIxBGXbsLvhlREV/GPhsv6T/53g7tyX9Y5w6GfovCxPyPSjDxva6bTK0nwnGT+tLrDv7r+v3Ua+X4YEyJP8B5oYNlaDL8CaJn0c/nZmeryIy/Kx3J7duUgqREvI9GA0rp6v80yalF/uFbr0MejmYpS6BLhoeu48JGYYyrFj212TYLsf82dWMsC31MuwuoBLyDSjDgn0v+PV1reK61S8DmyDbUjcp3VxrWCTkOzA3nLIUDfWa6XxJKNFwz8SQ/EcYDaeYDC263Sw3FDZ+taYu2Rf5AmRol1Qj3Z04tuKhdXuVD2X7eOtN3UQWGFz/NSjDKSbDrSrIRHGQBZejLnksNBmeVU9fX5ezXboRutmq0e7EEXB3TlXwwq03ZZN6dw75h6AMfxK7E0c0i7tz8DVkof8Ssm0yuTunp8XXtuSnAyvVctsSmHGW4L2uHwJzw58EuWS5O2d2r02/2t3A098W0NPia1uyLywtxprXbILMrzM/BUbDHwSqqHfnHKfBqbv1pr+B554MDcTXsnSwEvUWOyyhDKf/lrOjC6Z9JiqLWgauGLczRMlng4H8NSjDn6LeiWPacBke9UPJJ40+VtVNhHuTUmN21dbvdNXFnemj/0Jlvlbp0tY+E0V2euqf5hJqPjs3kL8HZfiT2J047e6cq13tuSAmdrfeTG7gWYuGbdaJe15NGeph99ndJrPejV9cWsaCaZ+Jluz0NPVq+ezMQP4izA1/FI1H7e4cF9reo0p/683kBp67MmzxtSxBQ+ahV2VQAugfBwmUsFr3VrJTSLvQEtiZgfxFGA1/lNtNxrmhd+d4buhBqr/1pttEWJ2U+p2uZQkaMo/N9XK9ItAad+Ws1LBatqrZ6SzotXuJGA1/DsrwR6nZmY1wjyz2PcXCrTcPo6HR8j1ZOruW1WOnItnWxFM4TmaoPS2sNtHr3l2Gdkqoga/lszMD+YtQhj+DC6TeieMj/KyP8FscajlevQLypAxbdJIlJG4ywZQsz5ZaxJp9STmnhFXsbfZ4yaHGat+u5LOdgfxFmBv+EO1OHMNHuH2rruO43Xozk2G7O+cOk2iI9O94ET8T3ablb7sHqRwKggzvPl7in7XvSdr+yd+D0fBT6OJrW9pqVLVkE48li0hc2OdHekFY9UnpNDsVRNlYsM3aRddqIH8RyvBjaPG1i7SqH5eI3fSqIdFluH80e5xGQ2MpGu7t+8V23x2j4U9AGf5zTNPWIMOjW0V2pudtzWebYYLdk2PnhLbkK7ZocbYkwt0miL/z0v5RmBv+e7Rgiky0fL9oMjR9mBWz25LPNsOE9rDI5LGRek+OuLYLUm0T3pPTw2i4CpwDMBPQJq1YKvfkHPwaErTp2CbL30J2AdXkb9edTP8m2mlotc31BOFunxxZKcNV4ByAmYB2rw2Wyj05rsppQmmbLN+T06Jle3bE/rF7jmah1VRpMpw83PmJUIarwDkAMwHtYRFfqvfkLNzq6pus3JNj0m3PjrT3pc9C6+zZzPalyufB3HAVOAdgJg7eaa5LfhuBSsXlInNL11HFN7b55XJ+aNHSSxRplfelX5ZCa3+BqT188nkwGq4C5wDMxLnVh0X8sZHunpz91+xW127jO/fkaLRsz45A2CrBGFo7GXaT1UZJHjV0iuqr/utCzShxtQqXrl79PiDKcBU4B2AmRrth5+ARqd2TYx9sr91dQYd+Nrr0LaTpDrNN/dO9Lz2E1jIp7e+S7ajJI676Ci2/XLpW65pvbq+CMlwFzgGYiVKHeHls5PRloeWqoQz32NUxNn2p69I9ORZQEebsj14Gvez009WnSNrDJ4WWPLYbbFt+uZSd2vsKVt4H9FMwN1wFzgGYidBeIDl9bESHOmaU7erJZrLJUjT0gIpnR5oc9H3p/hRJH1p7Gbb7zzuwQbuS2/LLpWu1pT6Tcl8Ao+EqcA7ATHTEFmHNsjOblM5udW2b3Lknp0RLhK8WRqUIaLoLrZ1MhdmrfgzoqT2X0vLLhWhYi16WYfyass8vJwll22RmWIYyXAXOAZiJDH6fgYrQbOS1VwD4JZqdfqTyMRm2jW0AR93UgFqfHXH0Ca4QWmdyWUo0odPuLUA1v3QJTSJifV/B4qS0pozta8ouv5wmlHfe93MPynAVOAdgHgO+EdiJDFmoUIQgSzU6+cR3/hSJbq9/zxf9tz3c2QGddk9NTvPLybXaJuqlaLj0NWWLqEsJpW3yVKbJ3HAVOAdgHgO+EdhJH1A1iNggb29Ob6F1rwMb3zFIwLRtF5/Agp48Mqss7EKt5Je6rvQhtL2vYEmGQv+xnSIm+WVwCu/7uQuj4SpwDsA8BnwjsI8B3wDMxCiTUgt/opxw6ba7Vtu9r+BO/Or0dLIZ8iS/nKuthnbKsALzIHAOwDwGfCOwjwHfAMzEgAL8Sumu/nh6yy+7aNi9r+COcIo6JdH0cjQM1/xyot2l9/3chzJcBc4BmMeAbwT2MeAbgHkM+EZg/1igp+6pSY1fll/OHqycvK/gjgz7j9vXlCW/DE6z9/2swNxwFTgHYB4DvhHYx4BvAOYx4BuB/TMpyaMozRZNDDW/tEjmk1Wz1PcVdG4zJnpqqsVSVNtdwxxGw1XgHIB5DPhGYB8DvgGYx4BvBHZiTGaX7WtKLMW55+R9P2tQhqvAOQDzGPCNwD4GfAMwjwHfCOzEYDR8FvgGYB4EzgGYx4BvBPYx4BuAeQz4RmAnhuup+5ry5ks+fYXadIp7/30/yzA3XAXOAZjHgG8E9jHgG4B5DPhGYCctZVRZCXbDTXitjySUlmkuGVZgNFwFzgGYx4BvBPYx4BuAeQz4RmAnPwtluAqcAzCPAd8I7GPANwDzGPCNwE5+FspwFTgHYB4DvhHYx4BvAOYx4BuBnfwszA1XgXMA5jHgG4F9DPgGYB4DvhHYyc/CaLgKnAMwjwHfCOxjwDcA8xjwjcA+BnwDMJMAZbgKnAMwjwHfCOxjwDcA8xjwjcA+BnwDMJMAZbgKnAMwjwHfCOxjwDcA8xjwjcA+BnwDMA8C5wDMvwLmhqvAOQDzGPCNwD4GfAMwjwHfCOxjwDcA8yBwDsD8K2A0XAXOAZjHgG8E9jHgG4B5DPhGYB8DvgGYB4FzAOZfAWW4CpwDMI8B3wjsY8A3APMY8I3APgZ8AzAPAucAzL8CynAVOAdgHgO+EdjHgG8A5jHgG4F9DPgGYB4EzgGYfwXMDVeBcwDmMeAbgX0M+AZgHgO+EdjHgG8A5kHgHIB5DPhGYE+C0XAVOAdgHgO+EdjHgG8A5jHgG4F9DPgGYB4EzgGYx4BvBPYkKMNV4ByAeQz4RmAfA74BmMeAbwT2MeAbgHkQOAdgHgO+EdiToAxXgXMA5jHgG4F9DPgGYB4DvhHYx4BvAOZB4ByAeQz4RmAfA74BmJ+HueEqcA7APAZ8I7CPAd8AzGPANwL7GPANwDwInAMwjwHfCOxjwDcA8/MwGq4C5wDMY8A3AvsY8A3APAZ8I7CPAd8AzIPAOQDzGPCNwD4GfAMwPw9luAqcAzCPAd8I7GPANwDzGPCNwD4GfAMwDwLnAMxjwDcC+xjwDcD8PJThKnAOwDwGfCOwjwHfAMxjwDcC+xjwDcA8CJwDMI8B3wjsY8A3APPzMDdcBc4BmMeAbwT2MeAbgHkM+EZgHwO+AZgHgXMA5jHgG4F9DPgGYH4eRsNV4ByAeQz4RmAfA74BmMeAbwT2MeAbgHkQOAdgHgO+EdjHgG8A5uehDFeBcwDmMeAbgX0M+AZgHgO+EdjHgG8A5kHgHIB5DPhGYB8DvgGYn4cyXAXOAZjHgG8E9jHgG4B5DPhGYB8DvgGYB4FzAOYx4BuBfQz4BmB+HuaGq8A5APMY8I3APgZ8AzCPAd8I7GPANwDzIHAOwDwGfCOwjwHfAMzPw2i4CpwDMI8B3wjsY8A3APMY8I3APgZ8AzAPAucAzGPANwL7GPANwPw8lOEqcA7APAZ8I7CPAd8AzGPANwL7GPANwDwInAMwjwHfCOxjwDcA8/NQhqvAOQDzGPCNwD4GfAMwjwHfCOxjwDcA8yBwDsA8BnwjsI8B3wDMz8PccBU4B2AeA74R2MeAbwDmMeAbgX0M+AZgHgTOAZjHgG8E9jHgG4D5eRgNV4FzAOYx4BuBfQz4BmAeA74R2MeAbwDmQeAcgHkM+EZgHwO+AZifZ0WG2xP/43/87+/+B3HNWJHhaUsI+btAXDO+lxsSQv4i38sNCSF/EcqQkHQoQ0LSYW5ISDqMhoSkQxkSkg5lSEg6zA0JSYfRkJB0KENC0qEMCUmHuSEh6TAaEpIOZUhIOpQhIel8MzfcX85YOtzK0j/Abfcz7W3d+T78REO1zL9R7mgZC/37sCpyrF/HYDTcXi7Xy2YiwyMWvsn+arvfaqnO/nq53LD8PNvLHkt/h/Mh1uF823ynvY8b9FCGOyniehwbe+ucLlecfuWY1r7v+GZDr2vHQct8vtz7/fZUGeebVUf+Py/J8EFV9FgvIh1nZWL17zAmw/1FD91hI3X5W9XYX2z3rdX2wWn4VHS+/eULvoeFUX/v0Kyy1qCTdeij7jxdbLxsDrb2dxDxoYGby+UvnfitpfsH58Olfl3kmwNhwtb7d78c9larcu9Yo8i/y5AMt3Wo7y9Y+M9AhtvS6vPte4Nte/u70XDxVPkdGa42aOutX+/O7Te7ZJXTBT0vJ8BvnV0WsBLvhhHwbDT87kCYUGS43L+rVbnXDJw5/y5DueGmnrTl9H3zk6ieUeRkIxMAO2/tJF4PncBOGAx1YnR78jDNOFvvlN0v1Kj76Cn0GHU+OhfRc4WfQUea2Rp0vsh0Rs8WO+vIy+YgH1xktMmkCd25xKYfRFuZEmmBMuQv182f3W0rNdzrrNXcQ2t9V3HsyAnAx/leStC+R8F7reBZPL2hZXe16mvYsbQjqbXzvVslpHVSjibWz8uw9Vs7CqV1VrdnDihSlTZcWxG1KqHLZPPLtcaFOTUaliMQ3Gunlb+PGYmG3flpf5GhYVNUG606hbe1ndR9LGq3c7Kt6qD71lnQJqV191K/rSzJavdRqeRzTBum41iGInLDoWbWBp20PjYwdjpJ0ibXaFi6c4FJWLB6aF9ZC7VwKUqmlSevT2ytD8RdGA2yZz+rHg5WXi3Yrl3I5tZQk+9m31V9DTuWdtJA7fp+UmMt9xlqv9WDWYuzMp45oNh5699JEVZM7DLvCm3xEqU9Wqi0Mbp3nYYufczQpLQV6eKxoyZN8YhWrUOziSLD1moZVNKgUc51Uqq7t574synl6Eetys+hp8uumdom7dM2ip5upjTInKyMPxtZdgFIaZAhOtBOpQE/knI212FpZegVh713mJXk17dqfaatNQ8rYoLs2c5c+lfda8GyZrWyiONVLn83FiDvI1HEa1lqZ6BeR/mjZXqUfYbSbziY6HgtzsqYjbpFoJmFAeoyLFWZdJk1thuQU+rJyE5NzkKPC7VLH/NdGVrOq/vR5vjUu+y9LTyD137aapmr3emD+7S8VXfvNULZ+KhW+TmsYdXHm67HCKNhpChvEJqolbJoqKVBhujAOzIsnSEH2y9EqRcO707PND4hr/WZtlb3h9306EfaFomTqvNWsI5+LUmNZww5nNNrf97B7Ba8+y29XtZELbN14GN8IEwPphZnZcxG3SKu4PmmpYhWFf2kdlk91ov4uUY8uzZO3Mvx6rr0IUO5oXaw45f2vDl6Zi5r2nF+FJ/FT1TlQBduT1W+x6Nh2b3Xz8qefmSVfAo9RtUH1ZN//Qw63ExpkB8WOy4xGq7VrXS7ylD3K2y9bYiGXvKk/1uJWvU4J7U960ASq44bzZ0ULdQ7X9tfphiu84dDyuukpaJ2rZ+8A33sa82eRevibdFiS3Gmn2cOaMsN5d9JB2k1XIbzLmvHepE6KUUbQ4/jOE+69BFD0dCrrbTTi37WTr22xXrPzEBjZhc6H6YhAYuGdfflBFo+kjjzzMmzxxpWfeqh8fKGmykNmkRDXZLSMLDX61Yu0ciktRxiL0awuOqdp+6ttfWQ6GcLQ8r6/bbRPeu4a5MJ0axdHNGiynWKrupruF3HKWJ1rQ5OBLpunz2NDgRvi/zrxZVmPnNAoZm26aQIX7F/+i7zRi/0mVFl6K2N7iUadl36kLEvLEoNmvStGt2JQGugHz8Nzj2zI/zogEf0xO1l7WT3Lm7JZVqNujPiU+jpsmum+mlh2t5vNFMb5A6a41i5WspT0bDc2qBR0fas4PTl0dCOi7gvtnZfvpqYYHveXDRjs3FTC5aDbCdBi1olELeqr+F10r35UqsOTqvaeWPRUAvz6m+OflLQw2tldHOwu2C/tTe8Rl6EF+Oi0VLqRlZkEVMARaK1Sz1eZy93SlhgSIZ/dna8dxvpAl3VfWpz2prWYONXbZ/FyvTW7K96mUpao/nFo6+BZ1in6O53OkOwq1iWGLSPWnx4iq5heq6TsuqVUkt/nm2mN0g3tvrYtTQ9xnbzire77Ode3fZaf3HSVqj71qpmhw3XXOVDq2bXAWq1QCQTO9l+jslQ6lCGUi1YiyhXS/1TOd6t6mtYnfrc0PtJC/Qa6B8sPqT1G66UnlrrvG5PHNCQG06KsGJqHWuXaTvtWC+CIksbo7v5u0jkr3bpYwbvKZXjZvVr0p8GDZ0Pbwbv9rAycdKSP2UXQzLU3cqfunsRpSxqw7qPHh+1Hj1GnY+Mhcv5gNxwqJmlQViy8al5vt6NpMU+UzdLQGoZemQ93sgIsOpoV036vy9xs9STHodtIPqJHwXv9HOVkpms2VpIq/oKurFXEzIs1dG/ev1bO8/LfYLab/rNpo2Q2jor45kDivlb27QrAhdtF7pM22FHZ4k6JSwRP7jLYus03cVjxqLhx+BnSmJ4Jvq5/AMH85fK0E9NxNB50yfzDxzM3xoNbaJOFEwQP5f9h0fzJ+C7aAhJ55dGQ0I+CcqQkHQoQ0LSYW5ISDqMhoSkQxkSkg5lSEg6zA1/HL8J0e+KJ2QJRsMfx24Bfvh0AvmXoQx/HH2WoXsbMiEByvDHERnao4K2ePGXZe/1BYL6GN8VFn0tN5X6z8Lc8McRGeIZO4uJ9vT23h7e06zRH/bz1+wNPGBJfhWMhj/Oqb7wEU/hiib9BYK23t6g9+kPJJFvQxn+OBLzXGD1jRd4V4u/QsYfg1dcpeQfhDL8cURnfp0Ur+pS3dkzgO1thyJBXaAM/1WYG/44KruNy65GQ5dhe4OeJY+Mhv8sjIY/jk1Ab5oB9rmhdnp9g54L1N+jRv5BKMMfx5K/rc448ZrBPaQpi7Jub9DT14XWn04h/xyU4Y/j12BcciUV9Gho6/ZdhqaJG32LLfknYW5ISDqMhoSkQxkSkg5lSEg6zA0JSYfRkJB0KENC0qEMCUmHuSEh6TAaEpIOZUhIOpQhIekwNyQkHUZDQtKhDAlJhzIkJB3mhoSkY9Fwe+J//I//pf0nqAwJIXmcttv/AYNwWnwLGeLKAAAAAElFTkSuQmCC)
Source: Statista
In the above graph, the increase in the production of Motor Vehicles in the APAC region is more as compared to other countries of the different regions. Vehicle production in China is more followed by the U.S., Japan, India, South Korea, and more. As the production of Motor vehicles increases so as to increase in the Self- Driving Car Market in the Asia Pacific Region. The leading countries are China, Japan, and India from the Asia Pacific Region. So, increasing the production of the motor vehicle increases the production of the Self-Driving Car Market in the APAC Region.
Covid-19 Impact Analysis on Self- Driving Car Market
- The pandemic has led to a significant increase in demand for contactless delivery services, which has driven up demand for self-driving cars and other autonomous delivery vehicles. The pandemic has also led to an increased focus on safety and hygiene in the transportation industry, which has made self-driving cars and other autonomous vehicles more attractive, as they can reduce the risk of infection by eliminating the need for human drivers.
- The pandemic has caused significant disruptions to global supply chains, which has impacted the development and production of self-driving cars and related technology. The economic uncertainty caused by the pandemic has led to a reduction in investment in the self-driving car market, with many companies scaling back or delaying their plans for autonomous vehicle development and deployment. The pandemic has also led to delays in regulatory approvals for self-driving cars, as governments have had to focus their resources on managing the public health crisis.
- Overall, the COVID-19 pandemic has had a mixed impact on the self-driving car market, with both positive and negative effects. While the pandemic has presented some significant challenges for the industry, it has also highlighted the potential benefits of autonomous vehicles, particularly in the areas of safety and contactless delivery. As such, It can expect to see continued investment and innovation in this field, as the industry seeks to address the challenges posed by the pandemic and capitalize on the opportunities presented by the changing transportation landscape.
Top Key Players Covered In The Self-Driving Car Market
- Waymo LLC (USA)
- Tesla (USA)
- General Motors (USA)
- Ford (USA)
- BMW (Germany)
- Volkswagen (Germany)
- Mercedes-Benz (Germany)
- Audi (Germany)
- Toyota (Japan)
- Honda (Japan)
- Nissan (Japan)
- Volvo (Sweden)
- Hyundai (South Korea)
- Kia Motors (South Korea)
- Baidu (China)
- Uber (USA)
- Lyft (USA)
- Aptiv (Ireland)
- Nvidia (USA)
- Intel (USA)
- Mobileye (Israel)
- Continental (Germany)
- ZF Friedrichshafen AG (Germany)
- Bosch (Germany)
- Magna International (Canada)
Key Industry Developments In The Self-Driving Car Market
In January 2023, TCS Evolving Tech for EVs, Self-Driving Cars. Tata Consultancy Services has trained and tested its cloud-based self-driving vehicle platform using over 300,000 kilometers of real-time vehicle data across different geographies to help OEMs power their next-generation vehicles onto roads. The Tata Group has numerous companies working in the technology space in electric vehicles as well as in the autonomous space.
In January 2023, Mercedes beats Tesla in self-driving, becoming the first certified Level-3 autonomous car company in the U.S. The race is on for auto-manufacturing companies to become the first ones to develop and implement a high level of autonomy in their cars. Mercedes seems to have won a crucial race against Tesla recently by becoming the first certified Level-3 autonomous car company in the United States.
Global Self-Driving Car Market
|
Base Year:
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2022
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Forecast Period:
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2023-2030
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Historical Data:
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2016-2022
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Market Size in 2023:
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USD 26270 Mn.
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Forecast Period 2022-30 CAGR:
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13.90%
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Market Size in 2030:
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USD 65330 Mn.
|
Segments Covered:
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By Type
|
- Fully Autonomous
- Semi-Autonomous
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By Vehicle Type
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- Passenger Cars
- Commercial Vehicles
|
By Application
|
|
By Electric Vehicles
|
|
By Component
|
- Camera Unit
- Lidar
- Radar Sensor
- Ultrasonic Sensor
- Infrared Sensor
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By Level of Autonomy
|
|
By Region
|
- North America (US, Canada, Mexico)
- Eastern Europe (Bulgaria, The Czech Republic, Hungary, Poland, Romania, Rest of Eastern Europe)
- Western Europe (Germany, UK, France, Netherlands, Italy, Russia, Spain, Rest of Western Europe)
- Asia Pacific (China, India, Japan, South Korea, Malaysia, Thailand, Vietnam, The Philippines, Australia, New Zealand, Rest of APAC)
- Middle East & Africa (Turkey, Bahrain, Kuwait, Saudi Arabia, Qatar, UAE, Israel, South Africa)
- South America (Brazil, Argentina, Rest of SA)
|
Chapter 1: Introduction
1.1 Research Objectives
1.2 Research Methodology
1.3 Research Process
1.4 Scope and Coverage
1.4.1 Market Definition
1.4.2 Key Questions Answered
1.5 Market Segmentation
Chapter 2:Executive Summary
Chapter 3:Growth Opportunities By Segment
3.1 By By Type
3.2 By Vehicle Type
3.3 By Application
3.4 By Electric Vehicle
3.5 By Component
3.6 By Level Of Autonomy
Chapter 4: Market Landscape
4.1 Porter's Five Forces Analysis
4.1.1 Bargaining Power of Supplier
4.1.2 Threat of New Entrants
4.1.3 Threat of Substitutes
4.1.4 Competitive Rivalry
4.1.5 Bargaining Power Among Buyers
4.2 Industry Value Chain Analysis
4.3 Market Dynamics
4.3.1 Drivers
4.3.2 Restraints
4.3.3 Opportunities
4.5.4 Challenges
4.4 Pestle Analysis
4.5 Technological Roadmap
4.6 Regulatory Landscape
4.7 SWOT Analysis
4.8 Price Trend Analysis
4.9 Patent Analysis
4.10 Analysis of the Impact of Covid-19
4.10.1 Impact on the Overall Market
4.10.2 Impact on the Supply Chain
4.10.3 Impact on the Key Manufacturers
4.10.4 Impact on the Pricing
Chapter 5: Self-Driving Car Market by By Type
5.1 Self-Driving Car Market Overview Snapshot and Growth Engine
5.2 Self-Driving Car Market Overview
5.3 Fully Autonomous
5.3.1 Introduction and Market Overview
5.3.2 Historic and Forecasted Market Size (2016-2030F)
5.3.3 Key Market Trends, Growth Factors and Opportunities
5.3.4 Fully Autonomous: Geographic Segmentation
5.4 Semi-Autonomous
5.4.1 Introduction and Market Overview
5.4.2 Historic and Forecasted Market Size (2016-2030F)
5.4.3 Key Market Trends, Growth Factors and Opportunities
5.4.4 Semi-Autonomous: Geographic Segmentation
Chapter 6: Self-Driving Car Market by Vehicle Type
6.1 Self-Driving Car Market Overview Snapshot and Growth Engine
6.2 Self-Driving Car Market Overview
6.3 Passenger Cars
6.3.1 Introduction and Market Overview
6.3.2 Historic and Forecasted Market Size (2016-2030F)
6.3.3 Key Market Trends, Growth Factors and Opportunities
6.3.4 Passenger Cars: Geographic Segmentation
6.4 Commercial Vehicles
6.4.1 Introduction and Market Overview
6.4.2 Historic and Forecasted Market Size (2016-2030F)
6.4.3 Key Market Trends, Growth Factors and Opportunities
6.4.4 Commercial Vehicles: Geographic Segmentation
Chapter 7: Self-Driving Car Market by Application
7.1 Self-Driving Car Market Overview Snapshot and Growth Engine
7.2 Self-Driving Car Market Overview
7.3 Transportation
7.3.1 Introduction and Market Overview
7.3.2 Historic and Forecasted Market Size (2016-2030F)
7.3.3 Key Market Trends, Growth Factors and Opportunities
7.3.4 Transportation: Geographic Segmentation
7.4 Defense
7.4.1 Introduction and Market Overview
7.4.2 Historic and Forecasted Market Size (2016-2030F)
7.4.3 Key Market Trends, Growth Factors and Opportunities
7.4.4 Defense: Geographic Segmentation
Chapter 8: Self-Driving Car Market by Electric Vehicle
8.1 Self-Driving Car Market Overview Snapshot and Growth Engine
8.2 Self-Driving Car Market Overview
8.3 BEV
8.3.1 Introduction and Market Overview
8.3.2 Historic and Forecasted Market Size (2016-2030F)
8.3.3 Key Market Trends, Growth Factors and Opportunities
8.3.4 BEV: Geographic Segmentation
8.4 HEV
8.4.1 Introduction and Market Overview
8.4.2 Historic and Forecasted Market Size (2016-2030F)
8.4.3 Key Market Trends, Growth Factors and Opportunities
8.4.4 HEV: Geographic Segmentation
8.5 PHEV
8.5.1 Introduction and Market Overview
8.5.2 Historic and Forecasted Market Size (2016-2030F)
8.5.3 Key Market Trends, Growth Factors and Opportunities
8.5.4 PHEV: Geographic Segmentation
8.6 FCEV
8.6.1 Introduction and Market Overview
8.6.2 Historic and Forecasted Market Size (2016-2030F)
8.6.3 Key Market Trends, Growth Factors and Opportunities
8.6.4 FCEV: Geographic Segmentation
Chapter 9: Self-Driving Car Market by Component
9.1 Self-Driving Car Market Overview Snapshot and Growth Engine
9.2 Self-Driving Car Market Overview
9.3 Camera Unit
9.3.1 Introduction and Market Overview
9.3.2 Historic and Forecasted Market Size (2016-2030F)
9.3.3 Key Market Trends, Growth Factors and Opportunities
9.3.4 Camera Unit: Geographic Segmentation
9.4 Lidar
9.4.1 Introduction and Market Overview
9.4.2 Historic and Forecasted Market Size (2016-2030F)
9.4.3 Key Market Trends, Growth Factors and Opportunities
9.4.4 Lidar: Geographic Segmentation
9.5 Radar Sensor
9.5.1 Introduction and Market Overview
9.5.2 Historic and Forecasted Market Size (2016-2030F)
9.5.3 Key Market Trends, Growth Factors and Opportunities
9.5.4 Radar Sensor: Geographic Segmentation
9.6 Ultrasonic Sensor
9.6.1 Introduction and Market Overview
9.6.2 Historic and Forecasted Market Size (2016-2030F)
9.6.3 Key Market Trends, Growth Factors and Opportunities
9.6.4 Ultrasonic Sensor: Geographic Segmentation
9.7 Infrared Sensor
9.7.1 Introduction and Market Overview
9.7.2 Historic and Forecasted Market Size (2016-2030F)
9.7.3 Key Market Trends, Growth Factors and Opportunities
9.7.4 Infrared Sensor: Geographic Segmentation
Chapter 10: Self-Driving Car Market by Level Of Autonomy
10.1 Self-Driving Car Market Overview Snapshot and Growth Engine
10.2 Self-Driving Car Market Overview
10.3 L1
10.3.1 Introduction and Market Overview
10.3.2 Historic and Forecasted Market Size (2016-2030F)
10.3.3 Key Market Trends, Growth Factors and Opportunities
10.3.4 L1: Geographic Segmentation
10.4 L2
10.4.1 Introduction and Market Overview
10.4.2 Historic and Forecasted Market Size (2016-2030F)
10.4.3 Key Market Trends, Growth Factors and Opportunities
10.4.4 L2: Geographic Segmentation
10.5 L3
10.5.1 Introduction and Market Overview
10.5.2 Historic and Forecasted Market Size (2016-2030F)
10.5.3 Key Market Trends, Growth Factors and Opportunities
10.5.4 L3: Geographic Segmentation
10.6 L4
10.6.1 Introduction and Market Overview
10.6.2 Historic and Forecasted Market Size (2016-2030F)
10.6.3 Key Market Trends, Growth Factors and Opportunities
10.6.4 L4: Geographic Segmentation
10.7 L5
10.7.1 Introduction and Market Overview
10.7.2 Historic and Forecasted Market Size (2016-2030F)
10.7.3 Key Market Trends, Growth Factors and Opportunities
10.7.4 L5: Geographic Segmentation
Chapter 11: Company Profiles and Competitive Analysis
11.1 Competitive Landscape
11.1.1 Competitive Positioning
11.1.2 Self-Driving Car Sales and Market Share By Players
11.1.3 Industry BCG Matrix
11.1.4 Heat Map Analysis
11.1.5 Self-Driving Car Industry Concentration Ratio (CR5 and HHI)
11.1.6 Top 5 Self-Driving Car Players Market Share
11.1.7 Mergers and Acquisitions
11.1.8 Business Strategies By Top Players
11.2 WAYMO LLC (USA)
11.2.1 Company Overview
11.2.2 Key Executives
11.2.3 Company Snapshot
11.2.4 Operating Business Segments
11.2.5 Product Portfolio
11.2.6 Business Performance
11.2.7 Key Strategic Moves and Recent Developments
11.2.8 SWOT Analysis
11.3 TESLA (USA)
11.4 GENERAL MOTORS (USA)
11.5 FORD (USA)
11.6 BMW (GERMANY)
11.7 VOLKSWAGEN (GERMANY)
11.8 MERCEDES-BENZ (GERMANY)
11.9 AUDI (GERMANY)
11.10 TOYOTA (JAPAN)
11.11 HONDA (JAPAN)
11.12 NISSAN (JAPAN)
11.13 VOLVO (SWEDEN)
11.14 HYUNDAI (SOUTH KOREA)
11.15 KIA MOTORS (SOUTH KOREA)
11.16 BAIDU (CHINA)
11.17 UBER (USA)
11.18 LYFT (USA)
11.19 APTIV (IRELAND)
11.20 NVIDIA (USA)
11.21 INTEL (USA)
11.22 MOBILEYE (ISRAEL)
11.23 CONTINENTAL (GERMANY)
11.24 ZF FRIEDRICHSHAFEN AG (GERMANY)
11.25 BOSCH (GERMANY)
11.26 MAGNA INTERNATIONAL (CANADA)
11.27 OTHER MAJOR PLAYERS
Chapter 12: Global Self-Driving Car Market Analysis, Insights and Forecast, 2016-2030
12.1 Market Overview
12.2 Historic and Forecasted Market Size By By Type
12.2.1 Fully Autonomous
12.2.2 Semi-Autonomous
12.3 Historic and Forecasted Market Size By Vehicle Type
12.3.1 Passenger Cars
12.3.2 Commercial Vehicles
12.4 Historic and Forecasted Market Size By Application
12.4.1 Transportation
12.4.2 Defense
12.5 Historic and Forecasted Market Size By Electric Vehicle
12.5.1 BEV
12.5.2 HEV
12.5.3 PHEV
12.5.4 FCEV
12.6 Historic and Forecasted Market Size By Component
12.6.1 Camera Unit
12.6.2 Lidar
12.6.3 Radar Sensor
12.6.4 Ultrasonic Sensor
12.6.5 Infrared Sensor
12.7 Historic and Forecasted Market Size By Level Of Autonomy
12.7.1 L1
12.7.2 L2
12.7.3 L3
12.7.4 L4
12.7.5 L5
Chapter 13: North America Self-Driving Car Market Analysis, Insights and Forecast, 2016-2030
13.1 Key Market Trends, Growth Factors and Opportunities
13.2 Impact of Covid-19
13.3 Key Players
13.4 Key Market Trends, Growth Factors and Opportunities
13.4 Historic and Forecasted Market Size By By Type
13.4.1 Fully Autonomous
13.4.2 Semi-Autonomous
13.5 Historic and Forecasted Market Size By Vehicle Type
13.5.1 Passenger Cars
13.5.2 Commercial Vehicles
13.6 Historic and Forecasted Market Size By Application
13.6.1 Transportation
13.6.2 Defense
13.7 Historic and Forecasted Market Size By Electric Vehicle
13.7.1 BEV
13.7.2 HEV
13.7.3 PHEV
13.7.4 FCEV
13.8 Historic and Forecasted Market Size By Component
13.8.1 Camera Unit
13.8.2 Lidar
13.8.3 Radar Sensor
13.8.4 Ultrasonic Sensor
13.8.5 Infrared Sensor
13.9 Historic and Forecasted Market Size By Level Of Autonomy
13.9.1 L1
13.9.2 L2
13.9.3 L3
13.9.4 L4
13.9.5 L5
13.10 Historic and Forecast Market Size by Country
13.10.1 US
13.10.2 Canada
13.10.3 Mexico
Chapter 14: Eastern Europe Self-Driving Car Market Analysis, Insights and Forecast, 2016-2030
14.1 Key Market Trends, Growth Factors and Opportunities
14.2 Impact of Covid-19
14.3 Key Players
14.4 Key Market Trends, Growth Factors and Opportunities
14.4 Historic and Forecasted Market Size By By Type
14.4.1 Fully Autonomous
14.4.2 Semi-Autonomous
14.5 Historic and Forecasted Market Size By Vehicle Type
14.5.1 Passenger Cars
14.5.2 Commercial Vehicles
14.6 Historic and Forecasted Market Size By Application
14.6.1 Transportation
14.6.2 Defense
14.7 Historic and Forecasted Market Size By Electric Vehicle
14.7.1 BEV
14.7.2 HEV
14.7.3 PHEV
14.7.4 FCEV
14.8 Historic and Forecasted Market Size By Component
14.8.1 Camera Unit
14.8.2 Lidar
14.8.3 Radar Sensor
14.8.4 Ultrasonic Sensor
14.8.5 Infrared Sensor
14.9 Historic and Forecasted Market Size By Level Of Autonomy
14.9.1 L1
14.9.2 L2
14.9.3 L3
14.9.4 L4
14.9.5 L5
14.10 Historic and Forecast Market Size by Country
14.10.1 Bulgaria
14.10.2 The Czech Republic
14.10.3 Hungary
14.10.4 Poland
14.10.5 Romania
14.10.6 Rest of Eastern Europe
Chapter 15: Western Europe Self-Driving Car Market Analysis, Insights and Forecast, 2016-2030
15.1 Key Market Trends, Growth Factors and Opportunities
15.2 Impact of Covid-19
15.3 Key Players
15.4 Key Market Trends, Growth Factors and Opportunities
15.4 Historic and Forecasted Market Size By By Type
15.4.1 Fully Autonomous
15.4.2 Semi-Autonomous
15.5 Historic and Forecasted Market Size By Vehicle Type
15.5.1 Passenger Cars
15.5.2 Commercial Vehicles
15.6 Historic and Forecasted Market Size By Application
15.6.1 Transportation
15.6.2 Defense
15.7 Historic and Forecasted Market Size By Electric Vehicle
15.7.1 BEV
15.7.2 HEV
15.7.3 PHEV
15.7.4 FCEV
15.8 Historic and Forecasted Market Size By Component
15.8.1 Camera Unit
15.8.2 Lidar
15.8.3 Radar Sensor
15.8.4 Ultrasonic Sensor
15.8.5 Infrared Sensor
15.9 Historic and Forecasted Market Size By Level Of Autonomy
15.9.1 L1
15.9.2 L2
15.9.3 L3
15.9.4 L4
15.9.5 L5
15.10 Historic and Forecast Market Size by Country
15.10.1 Germany
15.10.2 UK
15.10.3 France
15.10.4 Netherlands
15.10.5 Italy
15.10.6 Russia
15.10.7 Spain
15.10.8 Rest of Western Europe
Chapter 16: Asia Pacific Self-Driving Car Market Analysis, Insights and Forecast, 2016-2030
16.1 Key Market Trends, Growth Factors and Opportunities
16.2 Impact of Covid-19
16.3 Key Players
16.4 Key Market Trends, Growth Factors and Opportunities
16.4 Historic and Forecasted Market Size By By Type
16.4.1 Fully Autonomous
16.4.2 Semi-Autonomous
16.5 Historic and Forecasted Market Size By Vehicle Type
16.5.1 Passenger Cars
16.5.2 Commercial Vehicles
16.6 Historic and Forecasted Market Size By Application
16.6.1 Transportation
16.6.2 Defense
16.7 Historic and Forecasted Market Size By Electric Vehicle
16.7.1 BEV
16.7.2 HEV
16.7.3 PHEV
16.7.4 FCEV
16.8 Historic and Forecasted Market Size By Component
16.8.1 Camera Unit
16.8.2 Lidar
16.8.3 Radar Sensor
16.8.4 Ultrasonic Sensor
16.8.5 Infrared Sensor
16.9 Historic and Forecasted Market Size By Level Of Autonomy
16.9.1 L1
16.9.2 L2
16.9.3 L3
16.9.4 L4
16.9.5 L5
16.10 Historic and Forecast Market Size by Country
16.10.1 China
16.10.2 India
16.10.3 Japan
16.10.4 South Korea
16.10.5 Malaysia
16.10.6 Thailand
16.10.7 Vietnam
16.10.8 The Philippines
16.10.9 Australia
16.10.10 New Zealand
16.10.11 Rest of APAC
Chapter 17: Middle East & Africa Self-Driving Car Market Analysis, Insights and Forecast, 2016-2030
17.1 Key Market Trends, Growth Factors and Opportunities
17.2 Impact of Covid-19
17.3 Key Players
17.4 Key Market Trends, Growth Factors and Opportunities
17.4 Historic and Forecasted Market Size By By Type
17.4.1 Fully Autonomous
17.4.2 Semi-Autonomous
17.5 Historic and Forecasted Market Size By Vehicle Type
17.5.1 Passenger Cars
17.5.2 Commercial Vehicles
17.6 Historic and Forecasted Market Size By Application
17.6.1 Transportation
17.6.2 Defense
17.7 Historic and Forecasted Market Size By Electric Vehicle
17.7.1 BEV
17.7.2 HEV
17.7.3 PHEV
17.7.4 FCEV
17.8 Historic and Forecasted Market Size By Component
17.8.1 Camera Unit
17.8.2 Lidar
17.8.3 Radar Sensor
17.8.4 Ultrasonic Sensor
17.8.5 Infrared Sensor
17.9 Historic and Forecasted Market Size By Level Of Autonomy
17.9.1 L1
17.9.2 L2
17.9.3 L3
17.9.4 L4
17.9.5 L5
17.10 Historic and Forecast Market Size by Country
17.10.1 Turkey
17.10.2 Bahrain
17.10.3 Kuwait
17.10.4 Saudi Arabia
17.10.5 Qatar
17.10.6 UAE
17.10.7 Israel
17.10.8 South Africa
Chapter 18: South America Self-Driving Car Market Analysis, Insights and Forecast, 2016-2030
18.1 Key Market Trends, Growth Factors and Opportunities
18.2 Impact of Covid-19
18.3 Key Players
18.4 Key Market Trends, Growth Factors and Opportunities
18.4 Historic and Forecasted Market Size By By Type
18.4.1 Fully Autonomous
18.4.2 Semi-Autonomous
18.5 Historic and Forecasted Market Size By Vehicle Type
18.5.1 Passenger Cars
18.5.2 Commercial Vehicles
18.6 Historic and Forecasted Market Size By Application
18.6.1 Transportation
18.6.2 Defense
18.7 Historic and Forecasted Market Size By Electric Vehicle
18.7.1 BEV
18.7.2 HEV
18.7.3 PHEV
18.7.4 FCEV
18.8 Historic and Forecasted Market Size By Component
18.8.1 Camera Unit
18.8.2 Lidar
18.8.3 Radar Sensor
18.8.4 Ultrasonic Sensor
18.8.5 Infrared Sensor
18.9 Historic and Forecasted Market Size By Level Of Autonomy
18.9.1 L1
18.9.2 L2
18.9.3 L3
18.9.4 L4
18.9.5 L5
18.10 Historic and Forecast Market Size by Country
18.10.1 Brazil
18.10.2 Argentina
18.10.3 Rest of SA
Chapter 19 Investment Analysis
Chapter 20 Analyst Viewpoint and Conclusion