Australia Dental X-Ray market is
anticipated to grow with an impressive CAGR on the account of surge in the dental
problems like cavities, tooth decay, among others. Also growing popularity of
cosmetic dentistry among the population has made them reach the dentists/hygienists
for their dental reconstruction, teeth resizing etc. These processes require
x-ray imaging to identify the problems and helps experts in finalizing the
changes they require to make. These factors are expected to support the growth
of the Australia dental x-ray market in the forecast period, 2024-2028.
Moreover, increased cases of periodontal
diseases and dental caries are supporting the growth of market. Periodontal
diseases are prevailing among the adolescent and adult population of the
countries owing to the changed lifestyle and poor eating habits; thus, these
factors would also enhance the growth of the Australia Dental X-Ray market in
the coming five years. Similarly, an increase in the number of dentists
creating a demand for dental X-ray machine is further expected to spur the
market growth during the forecast period. The number of dentists is
increased to 18,061 in 2019 from 15,479 in 2013.
Dental X-rays are used to detect tooth
decay and issues with past dental treatment. Additionally, dental X-rays can
help in identifying the bone that has been lost from around teeth due to severe
gum disease or tooth and bone fractures following an accident or injury causing
damage to the face or mouth. Furthermore, the location of teeth in relation to
nerves, sinuses, and other facial structures and abscesses, cysts, and tumors
can be detected using dental X-rays. Stages of tooth development including the
timing of when teeth will push through into the mouth, extra teeth, missing
teeth, and teeth that are blocked from moving into the mouth, called impacted
teeth can also be identified using a dental x-ray. Such a wide array of
applications is expected to drive the growth of Australia Dental X-Rays Market
in the coming years.
Risks associated with radiation exposure
and delay in regulatory approvals are the factors restraining the growth of
Australia Dental X-Ray Market. Furthermore, high cost of Dental X-Ray machine
is also hampering the growth of market.
Prevalence of Dental Disorders
Tooth
decay is most common disease in Australia, and it is related to what we eat and
drink. According to Australian Dental Association, 1 in 3 Australian adult
over 15 years of age has untreated tooth decay. Dental X-rays allow dentist
to plan dental treatments. Dental treatments such as, fillings, dental
implants, orthodontic treatment, denture fabrication, root canal treatment, and
extraction of tooth. In Australia, around USD 9.5 billion was spent on dental
services in 2019-2020. Increasing tooth decay, gum surgeries are expected
to increase the demand for dental x-rays thereby driving the growth of
Australia Dental X-ray Market in coming years.
Increasing Awareness Regarding Cosmetic
Dentistry
Nowadays,
people are more concerned regarding their looks. Most of the people are not
happy with the appearance of their teeth. More and more people are considering
engaging with cosmetic dentistry to improve their smile and enhance their
overall self-confidence. There are many benefits of getting cosmetic dentistry
treatment done. These benefits are boosts self-confidence, improves social
life, improves self-esteem, optimizes oral health among others. Awareness
regarding the cosmetic dentistry is also influencing the growth of Australia
Dental X-Ray Market.
Technological
Advancements
Technology
has made significant advancements in dentistry over the years. In Australia,
numerous methods are becoming more popular. These methods include tuned
aperture computed tomography (TACT), cone beam computed tomography (CBCT),
magnetic resonance imaging (MRI), low dosage digital x-rays, intra-oral camera,
and digital OPG unit. The most recent advancement in dental diagnostic imaging
is low dosage X-ray technology. The intra-oral camera combines still photos and
video to display the present condition of the mouth on a monitor in front of
the patient. The advancement of these techniques in dental radiography is expected
to drive the growth of Australia Dental X-Ray Market in the forecast period.
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)
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Market Segmentation
Australia Dental X-ray Market is
segmented by type, product type, application, end users and region. Based on
type the market is further sub-segmented into extraoral imaging systems and
intraoral imaging systems. Based on product type, the market is divided into digital
and analog. Based on application, the market is further segmented into implantology,
endodontics, oral & maxillofacial surgery, orthodontics, and others. Based
on end user, the market is sub-segmented into dental hospitals & clinics, diagnostic
centers, and others.
Market Players
Some of the key players operating in the
Australia dental x-ray market are, Dentsply (Australia) Pty Ltd., Ivoclar
Vivadent Pty. Ltd. (Carestream Australia), Henry Schein Australia, Ray
Australia Pty Ltd, Nobel Biocare (Envista Holdings Corporation), VATECH Medical
Pty Ltd., Air Techniques Inc. (Australia), Ritter Dental Australia, among
others.
Attribute
|
Details
|
Base Year
|
2022
|
Historical Years
|
2018 – 2021
|
Estimated Year
|
2023
|
Forecast Period
|
2024 – 2028
|
Quantitative Units
|
Revenue in USD Million and CAGR for 2018-2022 and 2023-2028
|
Report Coverage
|
Revenue forecast, company share, competitive landscape, growth
factors, and trends
|
Segments Covered
|
·
Type
·
Product Type
·
Application
·
End User
|
Region Scope
|
Australia Capital Territory & New South Wales, Northern
Territory & Southern Australia, Western Australia, Queensland, Victoria
& Tasmania
|
Key Companies Profiled
|
Dentsply (Australia) Pty Ltd., Ivoclar Vivadent Pty. Ltd.
(Carestream Australia), Henry Schein Australia, Ray Australia Pty Ltd, Nobel
Biocare (Envista Holdings Corporation), VATECH Medical Pty Ltd., Air Techniques
Inc. (Australia), Ritter Dental Australia.
|
Customization Scope
|
10% free report customization with purchase. Addition or
alteration to regional & segment scope.
|
Pricing and Purchase Options
|
Avail customized purchase options to meet your exact research
needs. Explore purchase options
|
Delivery Format
|
PDF
and Excel through Email (We can also provide the editable version of the
report in PPT/Word format on special request)
|
Report Scope:
In this report, Australia dental x-ray market has been segmented into
following categories, in addition to the industry trends which have also been
detailed below:
- Australia Dental
X-Ray Market, By Type:
- Extraoral Imaging Systems
- Panoramic Systems
- Panoramic & Cephalometric
Systems
- 3D CBCT Systems
- Intraoral Imaging Systems
- Bitewing
- Periapical
- Occlusal
- Australia Dental
X-Ray Market, By Product Type:
- Australia Dental
X-Ray Market, By Application:
- Implantology
- Endodontics
- Oral & Maxillofacial Surgery
- Orthodontics
- Others
- Australia Dental X-Ray Market, By End
User:
o Dental Hospitals & Clinics
o Diagnostic Centers
o Others
- Australia Dental X-Ray Market, By Region:
- Northern Territory
- Queensland
- New South Wales
- Tasmania
- Victoria
- South Australia
- Western Australia
Competitive Landscape
Company
Profiles: Detailed
analysis of the major companies present in Australia dental x-ray market.
Available Customizations:
With the given market data, TechSci Research offers
customizations according to a company’s specific needs. The following
customization options are available for the report:
Company
Information
- Detailed analysis and profiling of additional
market players (up to five).
Australia Dental X-Ray Market is an upcoming report to be released soon. If you wish an early delivery of this report or want to confirm the date of release, please contact us at [email protected]