Global Composite Bearings Market Overview
“The global Composite Bearings Market size is expected to grow at more than 7.5% CAGR from 2023-2030 & to reach above USD 9.2 billion by 2030 from a little above USD 6.05 billion in 2023.”
Composite bearings offer a significant advantage over traditional metal bearings by providing lightweight solutions with high strength and improved performance. Industries such as automotive, aerospace, and wind energy are increasingly adopting composite bearings to reduce weight, enhance fuel efficiency, and improve overall system performance.
With the rise of industrial automation, there is a higher demand for reliable and efficient bearings. Composite bearings offer benefits like low friction, self-lubrication, and resistance to wear, making them well-suited for automated systems. The automation industry's expansion across sectors such as manufacturing, logistics, and robotics drives the demand for composite bearings.
Industries operating in demanding environments, such as heavy machinery, mining, and chemical processing, require bearings that can withstand harsh conditions. Composite bearings offer excellent resistance to corrosion, chemicals, and extreme temperatures, enhancing their durability and reliability. The need for reliable bearing solutions in such industries drives the adoption of composite bearings.
Compared to traditional metal bearings, composite bearings can have higher upfront costs due to the specialized materials and manufacturing processes involved. This cost factor can be a deterrent for some industries, especially those with tight budgets or cost-sensitive applications.
![Composite Bearings Market | Market Report 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y5zSbWy2702VU0erW1rGV/ab3+z2Ufzi7LpvSMXBaH+nW7LIIsyG1tYTJnaxrP5utv0WsRsSrDfGbQwbrmzv7w473t/4PdZ77Ws/wqsqIyJWynI9VJJJILH/0/VVmfWPp9nUOlW1VDddWRbU3xczXZ/1xm9i00kgaSDRBHR8q3SNNPy/NAyA9n6aswRo8diOxIXoPV/qz0/Oechlb68h5976XNbOn07WWB1b/wDN9VVMX6kYUNdl222Aj3Uy1o1+kx76hvd/YexIGQle7bnmwZMZhIbj5SOLVyvqNjOys93UHt2VYoNbXfmuueNpbX/xVW71P+MXdqtT03Aorrrqx62MpAbU0NA2hp3t2/2/erKMpWbaMIRgCIigTa35x+SdN+cfknQXKSSSSU8V9fqbrLsXLr9U1YJ/TMDbQwiz2tLXV0W03f8ACM9b/Rqf1Mt6m7I9Gt7h0yprnOa5kt3ujbVXYfdVZ+k9Z7P/AAP9Itj6z41mZTh4LCWtycpjbbBENa1tlh+l+d7P0X/CLSwcHGwMZmLjN21s+8k/Se8/nPehWrY90DBwmiZXWnyj97+8j6thUZnTcvGupFzLqnNdXAl0D2D3fnbvoLhvqxRWMg5QxBkVYjRYa2N1NthbXjFjPzn72/n+yr+fXogc0tDgQWngg6KviYODgMsZi1Moa9xssDdJJ/PcniVAju0cmLjnGV0I3f8A3Ka42il5oa2y0NPpse4saXR7Wvsay1zG/wAv0rFz11ODlsyesdUqHT6w2lt1u69pe2l32igW120YNv6G638z1asj+au9T0avR6MEGQDMaFDysWjMxrMXJZ6lFzSyxhJEtOjhLYcmhmeVwvrhh5PVqK2X341Ln+jtuax1dsthlr3fz2I91o2V/pff6v6atdesPJ+p3Qrb8W6vHbQcZzXFlUNZYGnc1t7I/S+/+2tbHofUbHWWG19ry48hrR9FjK65dt2s+l/pH+9E10Sa6JkkkkEP/9T1VZQxepslosusa0PDS66sE/S2F0Yv53t/1rWqkkpwm5VhBacwB5lhByKg8FwO32Nxtu/ePYm+2vG17s2Kw4h8X0uDQNvduOXOds/M/wDBP0i3kw4H8OElOX6XVXUtLX2bjA9t1R0gfpd7sVabG7WNbJdtAG53Jju5SSSUt+cfknTfnH5J0lKSSSSUpBuzMOh2y++up0btr3taYOm6HH6PtRkG76X+D4/P54ckpwf+bf1QpcxrHNprp3j7OzJe1kn6U1+r7Nnpv+js/Sep/hEd/Rvqq5lbXFm2sOayMmwGHvNz27m3bnbrXvctU8n+Z4bz/a/1rUR9O3+Y+XPDf51JTlYHQvqviXV5FD2vyWOdY292Q4vMy/3RZtsY1n5jm/zVdf7i26r6Lp9Kxtm3R2xwdHx2oTuG/wAzwOeOB9H+Si1fR/N/scclJSRJJJJSkkkklP8A/9k4QklNBCEAAAAAAFcAAAABAQAAAA8AQQBkAG8AYgBlACAAUABoAG8AdABvAHMAaABvAHAAAAAUAEEAZABvAGIAZQAgAFAAaABvAHQAbwBzAGgAbwBwACAAMgAwADIAMwAAAAEAOEJJTQQGAAAAAAAHAAUAAAABAQD/4RJBaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49Iu+7vyIgaWQ9Ilc1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCI/PiA8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJBZG9iZSBYTVAgQ29yZSA5LjAtYzAwMSA3OS4xNGVjYjQyLCAyMDIyLzEyLzAyLTE5OjEyOjQ0ICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtcE1NOkRvY3VtZW50SUQ9ImFkb2JlOmRvY2lkOnBob3Rvc2hvcDpkMDdhNjhmMS00YTc0LTgxNDUtOGU0MC1kNDM5N2FjMmU2NzAiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6YjRmYmFhNjAtNGI3OS0xNTQxLWE5NTItNDYzYWFmNzQ1YTQwIiB4bXBNTTpPcmlnaW5hbERvY3VtZW50SUQ9Ijc2OTFDRjY3QzQwRkQ0MURENzQ5RTBEMTVBRjY2OUQ4IiBkYzpmb3JtYXQ9ImltYWdlL2pwZWciIHBob3Rvc2hvcDpDb2xvck1vZGU9IjMiIHhtcDpDcmVhdGVEYXRlPSIyMDIzLTEyLTA0VDIwOjM4OjA3KzA1OjMwIiB4bXA6TW9kaWZ5RGF0ZT0iMjAyMy0xMi0wNFQyMTozODozNSswNTozMCIgeG1wOk1ldGFkYXRhRGF0ZT0iMjAyMy0xMi0wNFQyMTozODozNSswNTozMCIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgMjQuMiAoV2luZG93cykiPiA8eG1wTU06SGlzdG9yeT4gPHJkZjpTZXE+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJzYXZlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDo3Yjg4NWJkNC1jNWNhLTk2NGUtYjE1Zi04MDVkOTM3NGI5YmUiIHN0RXZ0OndoZW49IjIwMjMtMTItMDRUMjE6MzI6MjArMDU6MzAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCAyNC4yIChXaW5kb3dzKSIgc3RFdnQ6Y2hhbmdlZD0iLyIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iY29udmVydGVkIiBzdEV2dDpwYXJhbWV0ZXJzPSJmcm9tIGltYWdlL2pwZWcgdG8gYXBwbGljYXRpb24vdm5kLmFkb2JlLnBob3Rvc2hvcCIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iZGVyaXZlZCIgc3RFdnQ6cGFyYW1ldGVycz0iY29udmVydGVkIGZyb20gaW1hZ2UvanBlZyB0byBhcHBsaWNhdGlvbi92bmQuYWRvYmUucGhvdG9zaG9wIi8+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJzYXZlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDphZDlkMDQyNy0wNTk5LTM1NGMtOTY0Yi04YTA1ZjIxZTgwZTEiIHN0RXZ0OndoZW49IjIwMjMtMTItMDRUMjE6MzI6MjArMDU6MzAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCAyNC4yIChXaW5kb3dzKSIgc3RFdnQ6Y2hhbmdlZD0iLyIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0ic2F2ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6NWFhZDBkYTktZTU5OS0xNTQxLTkyOTQtODUyNTVhYTg4YWJiIiBzdEV2dDp3aGVuPSIyMDIzLTEyLTA0VDIxOjM4OjM1KzA1OjMwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgMjQuMiAoV2luZG93cykiIHN0RXZ0OmNoYW5nZWQ9Ii8iLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249ImNvbnZlcnRlZCIgc3RFdnQ6cGFyYW1ldGVycz0iZnJvbSBhcHBsaWNhdGlvbi92bmQuYWRvYmUucGhvdG9zaG9wIHRvIGltYWdlL2pwZWciLz4gPHJkZjpsaSBzdEV2dDphY3Rpb249ImRlcml2ZWQiIHN0RXZ0OnBhcmFtZXRlcnM9ImNvbnZlcnRlZCBmcm9tIGFwcGxpY2F0aW9uL3ZuZC5hZG9iZS5waG90b3Nob3AgdG8gaW1hZ2UvanBlZyIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0ic2F2ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6YjRmYmFhNjAtNGI3OS0xNTQxLWE5NTItNDYzYWFmNzQ1YTQwIiBzdEV2dDp3aGVuPSIyMDIzLTEyLTA0VDIxOjM4OjM1KzA1OjMwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgMjQuMiAoV2luZG93cykiIHN0RXZ0OmNoYW5nZWQ9Ii8iLz4gPC9yZGY6U2VxPiA8L3htcE1NOkhpc3Rvcnk+IDx4bXBNTTpEZXJpdmVkRnJvbSBzdFJlZjppbnN0YW5jZUlEPSJ4bXAuaWlkOjVhYWQwZGE5LWU1OTktMTU0MS05Mjk0LTg1MjU1YWE4OGFiYiIgc3RSZWY6ZG9jdW1lbnRJRD0iYWRvYmU6ZG9jaWQ6cGhvdG9zaG9wOmIxMDgyZmFmLTE2MGItNzI0Yi05ZjQwLTk2ODY4MmI3MGFmMCIgc3RSZWY6b3JpZ2luYWxEb2N1bWVudElEPSI3NjkxQ0Y2N0M0MEZE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)
The higher initial investment required for composite bearings can limit their adoption, particularly in price-sensitive markets. The performance of composite bearings can vary under different operating conditions, such as temperature extremes, high speeds, or heavy loads. It is crucial to carefully select the right composite material and design configuration to ensure optimal performance. However, in some demanding applications, the variability in performance may pose a restraint if the composite bearing cannot consistently meet the required specifications.
The rapid growth of the electric vehicle market presents a significant opportunity for composite bearings. EVs require lightweight and high-performance components to maximize range and efficiency. Composite bearings offer advantages such as reduced weight, improved energy efficiency, and enhanced durability, making them well-suited for electric vehicle applications.
Demand Outlook
As the adoption of EVs continues to rise, the demand for composite bearings is expected to increase. Ongoing advancements in material science and manufacturing technologies present opportunities for the development of new and improved composite bearing materials and production methods. Innovations in materials, such as nanocomposites or hybrid composites, can further enhance the performance characteristics of composite bearings, opening up new applications and markets.
The pandemic has disrupted global supply chains, causing delays in raw material procurement and component manufacturing. This disruption can affect the production and availability of composite bearings. Manufacturers may face challenges in sourcing materials, components, and finished products, leading to potential supply chain constraints and delivery delays.
The composite bearings market serves a wide range of end-user industries, including automotive, aerospace, industrial machinery, and more. Many of these industries experienced a downturn during the pandemic due to reduced consumer demand, production shutdowns, and travel restrictions.
As economies recover from the pandemic and industries regain their momentum, the demand for composite bearings is expected to rebound. Governments worldwide are implementing stimulus packages and initiatives to revive economies, which can lead to increased infrastructure development and industrial activities. These factors can positively impact the composite bearings market in the long term.
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Market Dynamics
Growth Drivers
The technological advancements and the advanced and innovative technology, which provides better mechanical properties as well as a comparatively longer product lifespan, are driving the growth of the market for composite bearings.
This is causing companies to investigate potential business possibilities in the market for composite bearings which, in turn will drive the expansion of the market worldwide. Growing awareness and increasing popularity for composite bearings within the automotive and industrial sector is one of the major factors which has led to the growth in the industry.
Additionally, a lower or no maintenance cost is an important reason for the increasing market for the composite bearings in the marketplace. Agriculture is an incredibly growing industry within the end-user sector of the market for composite bearings. Composite bearings have a variety of uses in the agricultural industry.
Comprehensive solutions and superior characteristics like lightweight as well as corrosion and fatigue resistant play a significant part in the increasing demand for composite bearings when compared to traditional single-metal bearings used in the agricultural industry.
Additionally, operational stability and the stability of dimensional properties at higher temperatures are significant elements that are contributing to the growth of the market for composite bearings. The high cost of raw materials as well as production costs are among the major constraining elements for the market for composite bearings.
Furthermore, fierce competition from the existing single metal bearing producers is one of the major factors which is hindering the growth of the market for composite bearings. The rising demand for industrial and agriculture applications the emerging markets in Asia Pacific (APAC) along with the various needs of technology can create potential opportunities for the market of composite bearings.
The use of new composite bearings instead of traditional and conventional single metal bearings are increasing the demand for the market for composite bearings. These elements play an essential role in at the same time affecting and contributing to the development of the market for composite bearings substantially.
The market for composite bearings is growing significantly due to the high growth rate in mining, construction agricultural, automotive and other large-scale industries around the world. This results in increasing need for bearings made of composite. Manufacturers are always looking at product development to take advantage of the new markets, as they have the potential to expand their market share worldwide.
Trends
Different types of bearings are utilized in aircrafts. Recently because of the various strict standards for fuel efficiency implemented by governments to improve fuel efficiency manufacturers are working to lessen the weight of their bearings. Manufacturers are working to develop innovative technologies to solve these issues. In off-highway building equipment, composite bearings are used to connect loaders to hydraulic transmission systems.
Due to factors like increasing global warming and rising sea levels, and the emergence of extreme weather, regulatory organizations like EPA (Environment Protection Agency) and ICAO (International Civil Aviation Organization) are working on regulations that reduce carbon emissions from all industries.
Challenges
High Risk of Delamination
The risk of delamination where two or more materials are joined by air pockets or the insufficient compression or temperature is typically found in composite bearings. When a material delaminates it is prone to further delamination, weakened and becoming ineligible to use. Stress that is too high and exceeds strength of the matrix is the primary reason for matrix perpendicular or parallel cracks.
Delamination is also a possibility when the matrix is constructed of non-suitable materials. Additionally due to their nature as composites the composite bearings need some amount of time and special equipment in the different stages that lead to production. Due to the factors mentioned above the possibility of delamination is regarded as the primary reason behind the development of the Composite Bearings Market.
Global Composite Bearings Market Segment Analysis
The market is split between metal matrix and fiber matrix according to type. Due to its robust operation, increased strength in challenging settings, and affordable price, the metal matrix segment commands a significant market share. Due to the extensive usage of metal matrix made possible by these qualities in a variety of end-use sectors, this category is expected to increase at a rapid rate over the next years.
Based on material, market is segmented into PTFE (poly tetra fluoro ethylene) and POM (poly oxy methylene). PTFE is a commonly used material in composite bearings due to its excellent low-friction properties and self-lubricating nature.
PTFE composite bearings offer low wear rates, high chemical resistance, and good dimensional stability. These bearings find extensive applications in industries such as automotive, aerospace, fluid handling, and food processing. They are particularly suitable for high-load and low-speed applications. POM, is a thermoplastic material with good mechanical properties, low friction, and excellent dimensional stability.
Based on the application, market is segmented into construction & mining, agriculture, automotive, aerospace, marine. Since many different types and sizes of composite bearing products are utilized in the automotive engine, which dominates the worldwide market for automotive applications, the automotive segment is predicted to dominate the market for composite bearings in 2022.
The Asia-Pacific region's automotive industry dominates due to the region's dense populations in China and India, which raises demand for passenger cars and other forms of public transit. The automotive industry dominates the region in North America as individuals have greater disposable income and favor purchasing the newest models.
Competitive Landscape of the Composite Bearings Market
Key competitors from both domestic and international markets compete fiercely in the worldwide global composite bearings industry are Schaeffler Group, Saint Gobain, Trelleborg Group, RBC Bearings Incorporated, Rexnord Corporated, Polygon Company, HyComp LLC, Tiodize Co. Inc., TriStar Plastic Corp., Spaulding Composites.
Recent Developments in the Composite Bearings Market:
Event News: After the great success of the 2023 Bearing & Power Transmission World Meetings, we are delighted to announce the next World Meeting will be held from 10 to 12 June 2024 in Istanbul.
25th August 2022: Trelleborg Sealing Solutions launched its latest lightweight thermoplastic composite bearing, the HiMod® Advanced Composites Bearings Plus, an enhanced dual-layer bearing with low-friction modified PEEK layer that reduced friction and increased wear performance for use in bearing, wear ring, and bushing applications.
1st November 2021: RBC Bearings Incorporated, a leading international manufacturer and marketer of highly engineered precision bearings and products for industrial, defense and aerospace industries, announced that it had completed its previously announced acquisition of the DODGE mechanical power transmission division of Asea Brown Boveri Ltd for approximately USD 2.9 billion in cash subject to post closing working capital adjustments.
Regional Insights
In 2022, North America emerged as the leading region in the market and is projected to maintain its dominant position throughout the forecast period. This can be attributed to the increasing demand for composite bearings from the construction, mining, and automotive sectors. The region benefits from the desirable characteristics of composite bearings, including lightweight design, dimensional stability, resistance to fatigue and corrosion.
Furthermore, advancements in technology enabling mass production of composite bearings and their growing adoption in the aerospace industry contribute to the market's growth in North America. On the other hand, Asia Pacific is expected to exhibit the highest compound annual growth rate (CAGR) during the forecast period, primarily driven by its large population and subsequently expanded customer base for the composite bearings market. Additionally, the growth and expansion of various end-user industries in the region further strengthen the market's potential for growth.
Segments Covered in the Global Composite Bearings Market
Composite Bearings Market by Product Type
- Metal Matrix
- Fiber Matrix
Composite Bearings Market by Material
- PTFE (poly tetra fluoro ethylene)
- POM (poly oxy methylene)
Composite Bearings Market by Application
- Construction & Mining
- Agriculture
- Automotive
- Aerospace
- Marine
Composite Bearings Market by Region
- North America
- Europe
- Asia Pacific
- South America
- Middle East and Africa
Frequently asked questions with answers:
Who are the key players in the global composite bearings market?
Some key players operating in the global composite bearings market include Schaeffler Group, Saint Gobain, Trelleborg Group, RBC Bearings Incorporated, Rexnord Corporated, Polygon Company, HyComp LLC, Tiodize Co. Inc., TriStar Plastic Corp., Spaulding Composites.
What are the factors driving the global composite bearings market?
Composite bearings offer a significant advantage over traditional metal bearings by providing lightweight solutions with high strength and improved performance. Industries such as automotive, aerospace, and wind energy are increasingly adopting composite bearings to reduce weight, enhance fuel efficiency, and improve overall system performance.
What is the global composite bearings market growth?
The global composite bearings market is expected to grow at a compound annual growth rate of 6.96% from 2022 to 2029 to reach USD 8.39 billion by 2029.
Which region accounted for the largest global composite bearings market share?
The North America dominated the global composite bearings market with a share of 39% in 2022.