The global Worm Gears and Worm Mechanism market size was valued at US$ 3.45 billion in 2024 and is projected to reach US$ 4.56 billion by 2030, at a CAGR of 4.7% during the forecast period 2024-2030.
![Worm Gears and Worm Mechanism Market](data:image/png;base64,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United States Worm Gears and Worm Mechanism market size was valued at US$ 1.12 billion in 2024 and is projected to reach US$ 1.43 billion by 2030, at a CAGR of 4.2% during the forecast period 2024-2030.
Gear systems using a worm drive for power transmission and motion control.
Growth supported by demand in industrial machinery and automotive sectors. Increasing adoption in precision control applications. Development of advanced materials for improved efficiency and durability.
Report Overview
Worm gear and worm mechanism are commonly used to transfer the motion and power between two staggered axes.
This report provides a deep insight into the global Worm Gears and Worm Mechanism market covering all its essential aspects. This ranges from a macro overview of the market to micro details of the market size, competitive landscape, development trend, niche market, key market drivers and challenges, SWOT analysis, value chain analysis, etc.
The analysis helps the reader to shape the competition within the industries and strategies for the competitive environment to enhance the potential profit. Furthermore, it provides a simple framework for evaluating and accessing the position of the business organization. The report structure also focuses on the competitive landscape of the Global Worm Gears and Worm Mechanism Market, this report introduces in detail the market share, market performance, product situation, operation situation, etc. of the main players, which helps the readers in the industry to identify the main competitors and deeply understand the competition pattern of the market.
In a word, this report is a must-read for industry players, investors, researchers, consultants, business strategists, and all those who have any kind of stake or are planning to foray into the Worm Gears and Worm Mechanism market in any manner.
Global Worm Gears and Worm Mechanism Market: Market Segmentation Analysis
The research report includes specific segments by region (country), manufacturers, Type, and Application. Market segmentation creates subsets of a market based on product type, end-user or application, Geographic, and other factors. By understanding the market segments, the decision-maker can leverage this targeting in the product, sales, and marketing strategies. Market segments can power your product development cycles by informing how you create product offerings for different segments.
Key Company
- IMS
- Mitsubishi
- PIC Design
- Precision Gears
- Gear Manufacturing
- AMTech
- AME
- Framo Morat
- Avon Gear and Engineering
- Gear manufacturing OTT GmbH
- Berg
- KHK
- Martin Sprocket & Gear
- HPC Gears
- SDP/SI
- Gear Motions
- CAPT
- Xinghe Gear Machinery
- ESSOR Precision Machinery
- Including or excluding key companies relevant to your analysis.
Market Segmentation (by Type)
- Single-Enveloping Worm Gears and Worm Mechanism
- Double-Enveloping Worm Gears and Worm Mechanism
- Non-Enveloping Worm Gears and Worm Mechanism
Market Segmentation (by Application)
- Ships
- Vehicles
- Heavy Machineries
- Others
Geographic Segmentation
- North America (USA, Canada, Mexico)
- Europe (Germany, UK, France, Russia, Italy, Rest of Europe)
- Asia-Pacific (China, Japan, South Korea, India, Southeast Asia, Rest of Asia-Pacific)
- South America (Brazil, Argentina, Columbia, Rest of South America)
- The Middle East and Africa (Saudi Arabia, UAE, Egypt, Nigeria, South Africa, Rest of MEA)
Key Benefits of This Market Research:
- Industry drivers, restraints, and opportunities covered in the study
- Neutral perspective on the market performance
- Recent industry trends and developments
- Competitive landscape & strategies of key players
- Potential & niche segments and regions exhibiting promising growth covered
- Historical, current, and projected market size, in terms of value
- In-depth analysis of the Worm Gears and Worm Mechanism Market
- Overview of the regional outlook of the Worm Gears and Worm Mechanism Market:
Key Reasons to Buy this Report:
- Access to date statistics compiled by our researchers. These provide you with historical and forecast data, which is analyzed to tell you why your market is set to change
- This enables you to anticipate market changes to remain ahead of your competitors
- You will be able to copy data from the Excel spreadsheet straight into your marketing plans, business presentations, or other strategic documents
- The concise analysis, clear graph, and table format will enable you to pinpoint the information you require quickly
- Provision of market value (USD Billion) data for each segment and sub-segment
- Indicates the region and segment that is expected to witness the fastest growth as well as to dominate the market
- Analysis by geography highlighting the consumption of the product/service in the region as well as indicating the factors that are affecting the market within each region
- Competitive landscape which incorporates the market ranking of the major players, along with new service/product launches, partnerships, business expansions, and acquisitions in the past five years of companies profiled
- Extensive company profiles comprising of company overview, company insights, product benchmarking, and SWOT analysis for the major market players
- The current as well as the future market outlook of the industry concerning recent developments which involve growth opportunities and drivers as well as challenges and restraints of both emerging as well as developed regions
- Includes in-depth analysis of the market from various perspectives through Porter