Dental Service Market Synopsis
Global Dental Services market size was reasonably estimated to be approximately USD 508.92 Million in 2023 and is poised to generate revenue over USD 771.25 Million by the end of 2030, projecting a CAGR of around 8.67% from 2023 to 2030.
Dental services refer to the various procedures and treatments provided by dentists and dental professionals to maintain, improve, or restore the oral health of patients.
- These services may include routine check-ups, cleanings, x-rays, fillings, extractions, root canals, crowns, bridges, implants, dentures, and other specialized treatments. Dental services play a crucial role in promoting good oral health, preventing dental problems, and addressing oral health issues when they arise
- The dental service market refers to the industry that provides various dental services to consumers, including preventive care, restorative procedures, cosmetic treatments, and more. The market encompasses a range of businesses and organizations, including private dental practices, dental clinics, dental laboratories, dental product manufacturers, and dental insurance companies.
- Dentists are health practitioners who operate private or group practices on their premises or other facilities such as hospitals or health maintenance organizations (HMO) medical centers. They provide dental (tooth and gum) preventive, cosmetic maintenance, and/or emergency care. They might also specialize in a single field of dentistry.
Top Key Players Involved Are:
"Aspen Dental Management Inc (U.S), InterDent (U.S), The British United Provident Association Limited (UK), Apollo White Dental (India), Abano Healthcare Group Limited (New Zealand), Coast Dental (U.S), Dental Service Group (U.S), Axis Dental (India), Integrated Dental Holdings (UK), Pacific Dental Service (U.S), Q & M Dental Group (Singapore), Healthway Medical Corporation Limited (Singapore), Clove Dental (India), Birner Dental Management Services (U.S), Laboratorio Lucas Nicolas, S.L (Spain), Sinol Denta (China), BIOLASE Inc (U.S), Medit Corp (South Korea), American Orthodontics (U.S), Zimmer Biomet (U.S), Align Technology Inc (U.S), Other Major Players."
![Dental Service Market](data:image/png;base64,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)
According to the above graph, the growing number of dentists drives the dental service market. With the increase in the number of dentists around the world, the demand for dental services is expected to rise further. More dentists are being initiated all over the country indicating that the Dentist Service Market is expanding, as a result, the number of Dentists is increasing which increases the demand for the Dentist Service Market
Dental Service Market Trend Analysis
Advancements In Technology and Treatment
- Dental technology has greatly improved the accuracy and efficiency of dental diagnosis and treatment. Digital imaging, such as X-rays and 3D imaging, allows dentists to better diagnose dental problems and create treatment plans that are tailored to individual patients.
- Advancements in dental treatments have led to the development of new procedures, such as dental implants and orthodontic aligners, that provide patients with more options to address dental problems. Laser dentistry is also gaining popularity as an alternative to traditional treatments. Dental technology has made dental procedures and treatments more efficient, reducing the time and resources required for treatment.
- Dental technology has greatly improved the patient experience by reducing discomfort and anxiety during dental procedures. The use of intraoral cameras and digital impressions can provide patients with a better understanding of their dental problems, while sedation dentistry can help anxious patients relax during dental treatments.
- In Conclusion, advancements in technology and treatment are driving the dental service market by improving diagnosis and treatment, expanding treatment options, increasing efficiency, enhancing the patient experience, and creating new job opportunities.
An Increase in Demand for The Cosmetic Industry
- The increasing demand for cosmetic dentistry is an opportunity for the dentist service market. With the rise of social media and the importance placed on appearance, there has been a significant increase in demand for cosmetic dental services. People are increasingly seeking ways to improve the appearance of their teeth, whether through teeth whitening, veneers, or orthodontic aligners. This trend is expected to continue as more people become aware of the benefits of a healthy and beautiful smile.
- As a result of this trend, there is an opportunity for dentists to expand their services to include cosmetic dentistry. By offering cosmetic dental services, dentists can attract new patients and increase their revenue. Additionally, the high-profit margins associated with cosmetic dental services can help dentists improve their financial performance.
- In Conclusion, the increasing demand for cosmetic dental services presents an opportunity for the dentist service market to grow and expand its services. By offering high-quality cosmetic dental services, dentists can attract new patients and improve their financial performance.
![Countrywise Number of Dentists](data:image/png;base64,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)
Source: Statista
Segmentation Analysis of the Dental Service Market
The Dentist Service Market Segments cover the Type, Procedure Type, and End-users. By type, Dental Implant Segment is Anticipated to Dominate the Market Over the Forecast period.
- Dental implant treatment has a very high success rate. This high success rate makes dental implants a popular choice for patients looking for a long-term solution for missing teeth. Dental implants are designed to look and feel like natural teeth, improving the appearance and function of a patient's smile. This can have a significant impact on a patient's self-confidence and quality of life.
- Dental implants are made of biocompatible materials that can withstand the forces of biting and chewing, making them a durable and long-lasting solution for missing teeth. Dental implants can help maintain the health of the surrounding bone tissue by stimulating bone growth and preventing bone loss. This can help prevent further tooth loss and improve overall oral health. Dental implants can be used to replace a single missing tooth, multiple missing teeth, or even a full arch of missing teeth. This versatility makes dental implant treatment suitable for a wide range of patients.
- In Conclusion, the high success rate, improved aesthetics, durability, improved bone health, and wide range of applications make dental implant treatment a popular choice for patients looking for a long-term solution for missing teeth. As a result, it is dominating the dentist service market segment.
Regional Analysis of the Dental Service Market
North America is Expected to Dominate the Market Over the Forecast Period.
- North America has a high level of healthcare expenditure, with a significant portion of this expenditure allocated towards dental services. This has created a large market for dental services, with many patients willing and able to pay for high-quality dental care.
- North America has an advanced healthcare infrastructure, with a large number of dental clinics and dental professionals offering a wide range of dental services. This has led to a high level of competition among dental providers, which has driven innovation and quality improvement in the industry
- In Conclusion, the combination of high healthcare expenditure, advanced healthcare infrastructure, high dental insurance coverage, a growing aging population, and technological advancements have made North America the dominant region of the dentist service market.
Covid-19 Impact Analysis on the Dental Services Market
- Many dental practices were forced to close or reduce their capacity during the height of the pandemic to comply with public health guidelines and ensure the safety of their staff and patients. Many patients postponed their dental appointments due to concerns about the risk of COVID-19 transmission in dental settings
- Dental practices have had to implement new infection control measures, such as increased use of personal protective equipment (PPE), increased disinfection and sterilization procedures, and changes in treatment protocols to minimize the risk of COVID-19 transmission.
- Many dental practices have implemented teledentistry services, which allow patients to receive consultations and follow-up care remotely. This has helped to reduce the need for in-person visits and minimize the risk of COVID-19 transmission. The COVID-19 pandemic has had a significant financial impact on many dental practices, with many experiencing a decline in revenue due to closures, reduced capacity, and changes in patient behavior.
- In Conclusion, the COVID-19 pandemic has had a significant impact on the dental service market, with many dental practices experiencing disruptions and changes in the way they provide services. However, as vaccination rates increase and public health restrictions ease, the dental service market is expected to recover and resume its growth trajectory.
Top Key Players Covered in the Dentist Service Market
- Aspen Dental Management Inc (U.S)
- InterDent (U.S)
- The British United Provident Association Limited (UK)
- Apollo White Dental (India)
- Abano Healthcare Group Limited (New Zealand)
- Coast Dental (U.S)
- Dental Service Group (U.S)
- Axis Dental (India)
- Integrated Dental Holdings (UK)
- Pacific Dental Service (U.S)
- Q & M Dental Group (Singapore)
- Healthway Medical Corporation Limited (Singapore)
- Clove Dental (India)
- Birner Dental Management Services (U.S)
- Laboratorio Lucas Nicolas, S.L (Spain)
- Sinol Denta (China)
- BIOLASE Inc (U.S)
- Medit Corp (South Korea)
- American Orthodontics (U.S)
- Zimmer Biomet (U.S)
- Align Technology Inc (U.S), Other Major Players.
Key Industry Developments in the Dentist Service Market
In May 2023, Mubadala acquired a US-based Dental Care Alliance. Abu Dhabi’s sovereign investment arm, has acquired Dental Care Alliance, a US support organization for about 390 allied practices across 22 American states. The investment was made in partnership with funds managed by Harvest Partners, a private equity firm focused on middle-market companies.
In June 2022, Henry Schein Completes the Acquisition of Condor Dental. Henry Schein Inc, the world’s largest provider of health care solutions to office-based dental and medical practitioners, today announced it has completed the acquisition of Condor Dental Research Company SA (Condor Dental), a dental distribution company that serves dental general practitioners, specialists, and laboratories in Switzerland.
Dental Service Market
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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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2016-2021
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Market Size in 2022:
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USD 508.92 Mn.
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Forecast Period 2022-30 CAGR:
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8.67%
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Market Size in 2030:
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USD 771.25 Bn.
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Segments Covered:
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By Type
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- Dental Implants
- Orthodontics
- Periodontics
- Endodontics
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By Procedure Type
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- Cosmetic Dentistry
- Non-Cosmetic Dentistry
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By End User
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By Region
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- North America (U.S., Canada, Mexico)
- Europe (Germany, U.K., France, Italy, Russia, Spain, Rest of Europe)
- Asia-Pacific (China, India, Japan, Singapore, Australia, New Zealand, Rest of APAC)
- Middle East & Africa (Turkey, Saudi Arabia, Iran, UAE, Africa, Rest of MEA)
- South America (Brazil, Argentina, Rest of SA)
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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 Type
3.2 By Procedure type
3.3 By End Use
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: Dental Service Market by Type
5.1 Dental Service Market Overview Snapshot and Growth Engine
5.2 Dental Service Market Overview
5.3 Dental Implants
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 Dental Implants: Geographic Segmentation
5.4 Orthodontics
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 Orthodontics: Geographic Segmentation
5.5 Periodontics
5.5.1 Introduction and Market Overview
5.5.2 Historic and Forecasted Market Size (2016-2030F)
5.5.3 Key Market Trends, Growth Factors and Opportunities
5.5.4 Periodontics: Geographic Segmentation
5.6 Endodontics
5.6.1 Introduction and Market Overview
5.6.2 Historic and Forecasted Market Size (2016-2030F)
5.6.3 Key Market Trends, Growth Factors and Opportunities
5.6.4 Endodontics: Geographic Segmentation
Chapter 6: Dental Service Market by Procedure type
6.1 Dental Service Market Overview Snapshot and Growth Engine
6.2 Dental Service Market Overview
6.3 Cosmetic Dentistry
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 Cosmetic Dentistry: Geographic Segmentation
6.4 Non Cosmetic Dentistry
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 Non Cosmetic Dentistry: Geographic Segmentation
Chapter 7: Dental Service Market by End Use
7.1 Dental Service Market Overview Snapshot and Growth Engine
7.2 Dental Service Market Overview
7.3 Hospitals
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 Hospitals: Geographic Segmentation
7.4 Dental Clinics
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 Dental Clinics: Geographic Segmentation
Chapter 8: Company Profiles and Competitive Analysis
8.1 Competitive Landscape
8.1.1 Competitive Positioning
8.1.2 Dental Service Sales and Market Share By Players
8.1.3 Industry BCG Matrix
8.1.4 Heat Map Analysis
8.1.5 Dental Service Industry Concentration Ratio (CR5 and HHI)
8.1.6 Top 5 Dental Service Players Market Share
8.1.7 Mergers and Acquisitions
8.1.8 Business Strategies By Top Players
8.2 ASPEN DENTAL MANAGEMENT INC (U.S)
8.2.1 Company Overview
8.2.2 Key Executives
8.2.3 Company Snapshot
8.2.4 Operating Business Segments
8.2.5 Product Portfolio
8.2.6 Business Performance
8.2.7 Key Strategic Moves and Recent Developments
8.2.8 SWOT Analysis
8.3 INTERDENT (U.S)
8.4 THE BRITISH UNITED PROVIDENT ASSOCIATION LIMITED (UK)
8.5 APOLLO WHITE DENTAL (INDIA)
8.6 ABANO HEALTHCARE GROUP LIMITED (NEW ZEALAND)
8.7 COAST DENTAL (U.S)
8.8 DENTAL SERVICE GROUP (U.S)
8.9 AXIS DENTAL (INDIA)
8.10 INTEGRATED DENTAL HOLDINGS (UK)
8.11 PACIFIC DENTAL SERVICE (U.S)
8.12 Q & M DENTAL GROUP (SINGAPORE)
8.13 HEALTHWAY MEDICAL CORPORATION LIMITED (SINGAPORE)
8.14 CLOVE DENTAL (INDIA)
8.15 BIRNER DENTAL MANAGEMENT SERVICES (U.S)
8.16 LABORATORIO LUCAS NICOLAS
8.17 S.L (SPAIN)
8.18 SINOL DENTA (CHINA)
8.19 BIOLASE INC (U.S)
8.20 MEDIT CORP (SOUTH KOREA)
8.21 AMERICAN ORTHODONTICS (U.S)
8.22 ZIMMER BIOMET (U.S)
8.23 ALIGN TECHNOLOGY INC (U.S)
8.24 OTHER MAJOR PLAYERS
Chapter 9: Global Dental Service Market Analysis, Insights and Forecast, 2016-2030
9.1 Market Overview
9.2 Historic and Forecasted Market Size By Type
9.2.1 Dental Implants
9.2.2 Orthodontics
9.2.3 Periodontics
9.2.4 Endodontics
9.3 Historic and Forecasted Market Size By Procedure type
9.3.1 Cosmetic Dentistry
9.3.2 Non Cosmetic Dentistry
9.4 Historic and Forecasted Market Size By End Use
9.4.1 Hospitals
9.4.2 Dental Clinics
Chapter 10: North America Dental Service Market Analysis, Insights and Forecast, 2016-2030
10.1 Key Market Trends, Growth Factors and Opportunities
10.2 Impact of Covid-19
10.3 Key Players
10.4 Key Market Trends, Growth Factors and Opportunities
10.4 Historic and Forecasted Market Size By Type
10.4.1 Dental Implants
10.4.2 Orthodontics
10.4.3 Periodontics
10.4.4 Endodontics
10.5 Historic and Forecasted Market Size By Procedure type
10.5.1 Cosmetic Dentistry
10.5.2 Non Cosmetic Dentistry
10.6 Historic and Forecasted Market Size By End Use
10.6.1 Hospitals
10.6.2 Dental Clinics
10.7 Historic and Forecast Market Size by Country
10.7.1 US
10.7.2 Canada
10.7.3 Mexico
Chapter 11: Eastern Europe Dental Service Market Analysis, Insights and Forecast, 2016-2030
11.1 Key Market Trends, Growth Factors and Opportunities
11.2 Impact of Covid-19
11.3 Key Players
11.4 Key Market Trends, Growth Factors and Opportunities
11.4 Historic and Forecasted Market Size By Type
11.4.1 Dental Implants
11.4.2 Orthodontics
11.4.3 Periodontics
11.4.4 Endodontics
11.5 Historic and Forecasted Market Size By Procedure type
11.5.1 Cosmetic Dentistry
11.5.2 Non Cosmetic Dentistry
11.6 Historic and Forecasted Market Size By End Use
11.6.1 Hospitals
11.6.2 Dental Clinics
11.7 Historic and Forecast Market Size by Country
11.7.1 Bulgaria
11.7.2 The Czech Republic
11.7.3 Hungary
11.7.4 Poland
11.7.5 Romania
11.7.6 Rest of Eastern Europe
Chapter 12: Western Europe Dental Service Market Analysis, Insights and Forecast, 2016-2030
12.1 Key Market Trends, Growth Factors and Opportunities
12.2 Impact of Covid-19
12.3 Key Players
12.4 Key Market Trends, Growth Factors and Opportunities
12.4 Historic and Forecasted Market Size By Type
12.4.1 Dental Implants
12.4.2 Orthodontics
12.4.3 Periodontics
12.4.4 Endodontics
12.5 Historic and Forecasted Market Size By Procedure type
12.5.1 Cosmetic Dentistry
12.5.2 Non Cosmetic Dentistry
12.6 Historic and Forecasted Market Size By End Use
12.6.1 Hospitals
12.6.2 Dental Clinics
12.7 Historic and Forecast Market Size by Country
12.7.1 Germany
12.7.2 UK
12.7.3 France
12.7.4 Netherlands
12.7.5 Italy
12.7.6 Russia
12.7.7 Spain
12.7.8 Rest of Western Europe
Chapter 13: Asia Pacific Dental Service 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 Type
13.4.1 Dental Implants
13.4.2 Orthodontics
13.4.3 Periodontics
13.4.4 Endodontics
13.5 Historic and Forecasted Market Size By Procedure type
13.5.1 Cosmetic Dentistry
13.5.2 Non Cosmetic Dentistry
13.6 Historic and Forecasted Market Size By End Use
13.6.1 Hospitals
13.6.2 Dental Clinics
13.7 Historic and Forecast Market Size by Country
13.7.1 China
13.7.2 India
13.7.3 Japan
13.7.4 South Korea
13.7.5 Malaysia
13.7.6 Thailand
13.7.7 Vietnam
13.7.8 The Philippines
13.7.9 Australia
13.7.10 New Zealand
13.7.11 Rest of APAC
Chapter 14: Middle East & Africa Dental Service 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 Type
14.4.1 Dental Implants
14.4.2 Orthodontics
14.4.3 Periodontics
14.4.4 Endodontics
14.5 Historic and Forecasted Market Size By Procedure type
14.5.1 Cosmetic Dentistry
14.5.2 Non Cosmetic Dentistry
14.6 Historic and Forecasted Market Size By End Use
14.6.1 Hospitals
14.6.2 Dental Clinics
14.7 Historic and Forecast Market Size by Country
14.7.1 Turkey
14.7.2 Bahrain
14.7.3 Kuwait
14.7.4 Saudi Arabia
14.7.5 Qatar
14.7.6 UAE
14.7.7 Israel
14.7.8 South Africa
Chapter 15: South America Dental Service 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 Type
15.4.1 Dental Implants
15.4.2 Orthodontics
15.4.3 Periodontics
15.4.4 Endodontics
15.5 Historic and Forecasted Market Size By Procedure type
15.5.1 Cosmetic Dentistry
15.5.2 Non Cosmetic Dentistry
15.6 Historic and Forecasted Market Size By End Use
15.6.1 Hospitals
15.6.2 Dental Clinics
15.7 Historic and Forecast Market Size by Country
15.7.1 Brazil
15.7.2 Argentina
15.7.3 Rest of SA
Chapter 16 Investment Analysis
Chapter 17 Analyst Viewpoint and Conclusion