Piezoelectric Smart Materials Market Synopsis
Piezoelectric Smart Materials Market Size Was Valued at USD 1.87 Billion in 2023 and is Projected to Reach USD 2.64 Billion by 2032, Growing at a CAGR of 3.9% From 2024-2032.
The global industry that produces, distributes, and uses materials with piezoelectric capabilities for a range of applications is known as the piezoelectric smart materials market. Piezoelectric materials can transform mechanical energy, such as vibration or pressure, into electrical energy and the other way around. Due to their special qualities, these materials are useful for various applications in a wide range of sectors, including electronics, healthcare, aerospace, automotive, energy, and more.
- A class of materials known as piezoelectric smart materials is capable of producing an electric charge in response to mechanical stress or deformation. On the other hand, when exposed to an electric field, they can also deform or cause mechanical strain. Their distinct characteristic renders them advantageous for an extensive array of uses across diverse sectors.
- The asymmetric crystal structure of some materials, including composites, polymers, crystals, and ceramics, gives rise to the piezoelectric effect. The asymmetry in these materials' atomic structures causes positive and negative charges to be displaced during mechanical stress or deformation, which creates an electric potential differential throughout the material.
- In general, piezoelectric smart materials are essential for fostering innovation and progress in a variety of industries since they offer special properties for applications involving sensing, actuation, energy harvesting, and structural monitoring.
Top Key Players:
"AAC Technologies (China), Arkema (France), Cedrat Technologies (France), Kyocera (Japan), Solvay (Belgium), APC International (US), Channel Technologies Group (US), Piezo Kinetics (US), Mide Technology (US), Qortek (US), CeramTec (Germany), Morgan Advanced Materials (United Kingdom), PI Ceramic (Germany), Kistler Group (Switzerland), CTS Corporation (US), Murata Manufacturing Co. Ltd. (Japan), TDK Corporation (Japan), TE Connectivity (Switzerland), Mad City Labs Inc. (US), Physik Instrumente (PI) GmbH & Co. KG (Germany), Sparkler Ceramics Pvt. Ltd. (India), Ceramaret SA (Switzerland), Piezomechanik GmbH (Germany), Piezo Systems Inc. (US), PolyK Piezo GmbH (Germany), and Other Major Players."
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)
Piezoelectric Smart Materials Market Trend Analysis
Increased Demand from Military and Aerospace Sector
- Piezoelectric smart materials are in high demand because of the military and aerospace sectors, whose demanding needs and problems they perfectly match with their unique qualities and capabilities. Structural health monitoring is an important use of piezoelectric materials in these fields. Aircraft, satellites, and missiles are examples of military and aerospace systems that operate in hostile settings and endure high mechanical loads. These structures' use of piezoelectric sensors enables ongoing measurement of mechanical stress, strain, and vibration levels.
- Engineers can evaluate the structural integrity of these assets, identify possible problems or flaws early on, and avert disastrous collapses thanks to this real-time data. The military and aerospace sectors can improve the lifetime, dependability, and safety of their structures by deploying piezoelectric sensors for structural health monitoring.
- All things considered, the military and aerospace industries' need for piezoelectric smart materials is fueled by their capacity to meet vital requirements including vibration control, dampening, and structural health monitoring. The use of piezoelectric materials is anticipated to increase as long as these sectors maintain their emphasis on performance, safety, and dependability. This will present numerous chances for innovation and technological progress in the military and aerospace industries.
Growing Adoption of Piezoelectric Smart Materials Across Diverse Industries
- The increasing utilization of piezoelectric smart materials in various industries offers a noteworthy prospect for market growth and novelty. Piezoelectric materials find increasing application in vibration sensors, haptic feedback systems, touchscreens, and energy harvesting devices in consumer electronics, meeting the need for small, energy-efficient parts. The constant advancement of wearable technology, cell phones, and Internet of Things gadgets all of which depend more and more on piezoelectric technology for enhanced functionality and performance is driving this trend.
- Piezoelectric smart materials are used in industries like automotive, aerospace, energy, and manufacturing in addition to consumer electronics and healthcare. Piezoelectric materials find application in tire pressure sensors, engine vibration control systems, and energy harvesting devices in automobiles, where they enhance sustainability, safety, and efficiency.
- Piezoelectric smart materials are being more and more widely used in a variety of industries, which highlights their adaptability, dependability, and efficiency in solving a broad range of technological problems. The market for these cutting-edge materials is anticipated to rise as businesses continue to innovate and create new uses for piezoelectric materials. This will spur development and development in several industries.
Piezoelectric Smart Materials Market Segment Analysis:
Piezoelectric Smart Materials Market Segmented on the basis of Type, Application and End-user Industry.
By Type, Ceramics segment is expected to dominate the market during the forecast period
- Lead zirconate titanate (PZT), lead magnesium niobate (PMN), and lead-free substitutes are examples of ceramic materials with exceptional piezoelectric qualities that are perfect for a range of high-performance uses.
- The better piezoelectric qualities that ceramic materials provide over other kinds are a major factor in the ceramics segment's supremacy. High piezoelectric coefficients are often found in ceramics, which means that they can transform mechanical energy into electrical energy and vice versa with greater sensitivity and efficiency. For applications needing accurate sensing, actuation, and energy harvesting capabilities across industries like consumer electronics, healthcare, automotive, aerospace, and more, ceramic-based piezoelectric materials become extremely desired.
- Because of its extensive application in important industries and established presence, the Ceramics category enjoys a considerable market share. Suppliers and producers of ceramic-based piezoelectric materials have developed trusting bonds with clients in a range of industries by offering dependable solutions and in-depth technical knowledge to accommodate a wide range of applications.
- The remarkable piezoelectric qualities, mechanical resilience, technical developments, and well-established market presence of ceramic materials are what propel the dominance of the Ceramics section in the Piezoelectric Smart Materials market segment analysis. With the increasing need for high-performance piezoelectric solutions across several industries, the Ceramics category is well-positioned to hold its dominant market share.
By Application, the Motors segment held the largest share
- Because piezoelectric motors are widely used in a wide range of industries and applications, the Motors sector dominates the Piezoelectric Smart Materials market segment study. For precise motion control applications, piezoelectric motors are very desired due to their many advantages. Their remarkable precision and accuracy, which enable sub-micron or nanometer-level positioning in applications like semiconductor production, optical systems, and laboratory automation, are major factors contributing to their appeal.
- Due to their lightweight and compact construction, piezoelectric motors can be integrated into spaces that are too small for standard electromagnetic motors. This small form size is very useful for consumer electronics, automotive systems, and medical devices.
- Additionally, piezoelectric motors are vibration-free and silent, which makes them ideal for applications like imaging systems, precision instruments, microscopy, and other areas where mechanical disturbances and noise have to be kept to a minimum. Overall, the domination of the Motors section highlights the many benefits and adaptable qualities of piezoelectric motors, which have led to their widespread use in a variety of applications and industries.
Piezoelectric Smart Materials Market Regional Insights:
Asia Pacific is Expected to Dominate the Market Over the Forecast period
- For a number of strong factors, the Asia Pacific (APAC) region is expected to lead the piezoelectric smart materials market. First off, the economies of APAC nations like China, India, and South Korea are expanding quickly, which is driving up investments in consumer electronics, manufacturing, and infrastructure. The need for piezoelectric materials, which are essential components in many sectors, is fueled by this upsurge in economic activity.
- APAC nations are placing a greater focus on energy efficiency, which has raised interest in piezoelectric energy harvesting technology. Piezoelectric materials provide a sustainable way to lessen dependency on conventional energy sources by capturing energy from ambient vibrations.
- Piezoelectric materials have the potential for structural health monitoring due to the aging infrastructure in several APAC countries. These resources support maintenance and safety initiatives by assisting in the early detection of any problems in infrastructure.
- Also, the APAC region's sizable and growing population generates a sizable demand for cutting-edge goods and technologies, including piezoelectric materials. Because of the magnitude of the APAC market, suppliers and manufacturers are drawn to the region to meet the growing demand for piezoelectric smart materials.
Piezoelectric Smart Materials Market Top Key Players:
- AAC Technologies (China)
- Arkema (France)
- Cedrat Technologies (France)
- Kyocera (Japan)
- Solvay (Belgium)
- APC International (US)
- Channel Technologies Group (US)
- Piezo Kinetics (US)
- Mide Technology (US)
- Qortek (US)
- CeramTec (Germany)
- Morgan Advanced Materials (United Kingdom)
- PI Ceramic (Germany)
- Kistler Group (Switzerland)
- CTS Corporation (US)
- Murata Manufacturing Co. Ltd. (Japan)
- TDK Corporation (Japan)
- TE Connectivity (Switzerland)
- Mad City Labs Inc. (US)
- Physik Instrumente (PI) GmbH & Co. KG (Germany)
- Sparkler Ceramics Pvt. Ltd. (India)
- Ceramaret SA (Switzerland)
- Piezomechanik GmbH (Germany)
- Piezo Systems Inc. (US)
- PolyK Piezo GmbH (Germany), and Other Major Players
Key Industry Developments in the Piezoelectric Smart Materials Market:
In December 2023, The 54% ownership held by Glenwood Private Equity in the publicly traded South Korean business PI Advanced Materials (PIAM) was successfully acquired by Arkema. The purpose of this acquisition was to enhance Arkema's offering of high-performance technology designed for the rapidly expanding markets of electric mobility and advanced electronics.
Global Piezoelectric Smart Materials Market
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Base Year:
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2023
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Forecast Period:
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2024-2032
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Historical Data:
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2017 to 2023
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Market Size in 2023:
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USD 1.87 Bn.
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Forecast Period 2024-32 CAGR:
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3.9 %
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Market Size in 2032:
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USD 2.64 Bn.
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Segments Covered:
|
By Type
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- Ceramics
- Polymers
- Composites
|
By Application
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- Motors
- Transducers
- Sensors
- Building Materials
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By End-user Industry
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- Agriculture and Food
- Construction and Infrastructure
- Healthcare
- Automotive
- Aerospace and Defense
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By Region
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- North America (U.S., 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)
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- INTRODUCTION
- RESEARCH OBJECTIVES
- RESEARCH METHODOLOGY
- RESEARCH PROCESS
- SCOPE AND COVERAGE
- Market Definition
- Key Questions Answered
- MARKET SEGMENTATION
- EXECUTIVE SUMMARY
- MARKET OVERVIEW
- GROWTH OPPORTUNITIES BY SEGMENT
- MARKET LANDSCAPE
- PORTER’S FIVE FORCES ANALYSIS
- Bargaining Power Of Supplier
- Threat Of New Entrants
- Threat Of Substitutes
- Competitive Rivalry
- Bargaining Power Among Buyers
- INDUSTRY VALUE CHAIN ANALYSIS
- MARKET DYNAMICS
- Drivers
- Restraints
- Opportunities
- Challenges
- MARKET TREND ANALYSIS
- REGULATORY LANDSCAPE
- PESTLE ANALYSIS
- PRICE TREND ANALYSIS
- PATENT ANALYSIS
- TECHNOLOGY EVALUATION
- MARKET IMPACT OF THE RUSSIA-UKRAINE WAR
- Geopolitical Market Disruptions
- Supply Chain Disruptions
- Instability in Emerging Markets
- ECOSYSTEM
- PIEZOELECTRIC SMART MATERIALS MARKET BY TYPE (2017-2032)
- PIEZOELECTRIC SMART MATERIALS MARKET SNAPSHOT AND GROWTH ENGINE
- MARKET OVERVIEW
- CERAMICS
- Introduction And Market Overview
- Historic And Forecasted Market Size in Value (2017 – 2032F)
- Historic And Forecasted Market Size in Volume (2017 – 2032F)
- Key Market Trends, Growth Factors And Opportunities
- Geographic Segmentation Analysis
- POLYMERS
- COMPOSITES
- PIEZOELECTRIC SMART MATERIALS MARKET BY APPLICATION (2017-2032)
- PIEZOELECTRIC SMART MATERIALS MARKET SNAPSHOT AND GROWTH ENGINE
- MARKET OVERVIEW
- MOTORS
- Introduction And Market Overview
- Historic And Forecasted Market Size in Value (2017 – 2032F)
- Historic And Forecasted Market Size in Volume (2017 – 2032F)
- Key Market Trends, Growth Factors And Opportunities
- Geographic Segmentation Analysis
- TRANSDUCERS
- SENSORS
- BUILDING MATERIALS
- PIEZOELECTRIC SMART MATERIALS MARKET BY END-USER INDUSTRY (2017-2032)
- PIEZOELECTRIC SMART MATERIALS MARKET SNAPSHOT AND GROWTH ENGINE
- MARKET OVERVIEW
- AGRICULTURE AND FOOD
- Introduction And Market Overview
- Historic And Forecasted Market Size in Value (2017 – 2032F)
- Historic And Forecasted Market Size in Volume (2017 – 2032F)
- Key Market Trends, Growth Factors And Opportunities
- Geographic Segmentation Analysis
- CONSTRUCTION AND INFRASTRUCTURE
- HEALTHCARE
- AUTOMOTIVE
- AEROSPACE AND DEFENSE
- OTHERS
- COMPANY PROFILES AND COMPETITIVE ANALYSIS
- COMPETITIVE LANDSCAPE
- Competitive Positioning
- Piezoelectric Smart Materials Market Share By Manufacturer (2023)
- Industry BCG Matrix
- Heat Map Analysis
- Mergers & Acquisitions
- AAC TECHNOLOGIES (CHINA)
- Company Overview
- Key Executives
- Company Snapshot
- Role of the Company in the Market
- Sustainability and Social Responsibility
- Operating Business Segments
- Product Portfolio
- Business Performance (Production Volume, Sales Volume, Sales Margin, Production Capacity, Capacity Utilization Rate)
- Key Strategic Moves And Recent Developments
- SWOT Analysis
- ARKEMA (FRANCE)
- CEDRAT TECHNOLOGIES (FRANCE)
- KYOCERA (JAPAN)
- SOLVAY (BELGIUM)
- APC INTERNATIONAL (US)
- CHANNEL TECHNOLOGIES GROUP (US)
- PIEZO KINETICS (US)
- MIDE TECHNOLOGY (US)
- QORTEK (US)
- CERAMTEC (GERMANY)
- MORGAN ADVANCED MATERIALS (UNITED KINGDOM)
- PI CERAMIC (GERMANY)
- KISTLER GROUP (SWITZERLAND)
- CTS CORPORATION (US)
- MURATA MANUFACTURING CO. LTD. (JAPAN)
- TDK CORPORATION (JAPAN)
- TE CONNECTIVITY (SWITZERLAND)
- MAD CITY LABS INC. (US)
- PHYSIK INSTRUMENTE (PI) GMBH & CO. KG (GERMANY)
- SPARKLER CERAMICS PVT. LTD. (INDIA)
- CERAMARET SA (SWITZERLAND)
- PIEZOMECHANIK GMBH (GERMANY)
- PIEZO SYSTEMS INC. (US)
- POLYK PIEZO GMBH (GERMANY)
- GLOBAL PIEZOELECTRIC SMART MATERIALS MARKET BY REGION
- OVERVIEW
- NORTH AMERICA
- Key Market Trends, Growth Factors And Opportunities
- Key Manufacturers
- Historic And Forecasted Market Size By Type
- Historic And Forecasted Market Size By Application
- Historic And Forecasted Market Size By End-user Industry
- Historic And Forecasted Market Size By Country
- EASTERN EUROPE
- Key Market Trends, Growth Factors And Opportunities
- Key Manufacturers
- Historic And Forecasted Market Size By Segments
- Historic And Forecasted Market Size By Country
- Russia
- Bulgaria
- The Czech Republic
- Hungary
- Poland
- Romania
- Rest Of Eastern Europe
- WESTERN EUROPE
- Key Market Trends, Growth Factors And Opportunities
- Key Manufacturers
- Historic And Forecasted Market Size By Segments
- Historic And Forecasted Market Size By Country
- Germany
- United Kingdom
- France
- The Netherlands
- Italy
- Spain
- Rest Of Western Europe
- ASIA PACIFIC
- Key Market Trends, Growth Factors And Opportunities
- Key Manufacturers
- Historic And Forecasted Market Size By Segments
- Historic And Forecasted Market Size By Country
- China
- India
- Japan
- South Korea
- Malaysia
- Thailand
- Vietnam
- The Philippines
- Australia
- New-Zealand
- Rest Of APAC
- MIDDLE EAST & AFRICA
- Key Market Trends, Growth Factors And Opportunities
- Key Manufacturers
- Historic And Forecasted Market Size By Segments
- Historic And Forecasted Market Size By Country
- Turkey
- Bahrain
- Kuwait
- Saudi Arabia
- Qatar
- UAE
- Israel
- South Africa
- SOUTH AMERICA
- Key Market Trends, Growth Factors And Opportunities
- Key Manufacturers
- Historic And Forecasted Market Size By Segments
- Historic And Forecasted Market Size By Country
- Brazil
- Argentina
- Rest of South America
- INVESTMENT ANALYSIS
- ANALYST VIEWPOINT AND CONCLUSION
- Recommendations and Concluding Analysis
Potential Market Strategies