3D RADIOLOGY (CBCT)

3D RADIOLOGY (CBCT)

CBCT Imaging

CBCT is considered the most important dentistry imaging technique used world-wide for the dental diagnosis and treatment planning.  The CBCT imaging has a wide range of applications in oral surgery, implantology, orthodontics and endodontics. CBCT integrates in the digital workflow in various applications of digital dentistry.

CBCT is also beneficial in comparing pre-operative situation with the post-operative progress after treatment. It is alo used in evaluation of growth.

Implant planning

CBCT provides information about bone measurements in all the 3 dimensions in addition, it gives an idea about quality to aid implantologists in selecting the proper implant size and number of implants to be used.

CBCT can be mandatory in case an implant surgical guide is required as a part of the treatment plan.

CBCT for endodontic analysis

CBCT images has numerous functions in complicated endodontic cases such as narrow and calcified root canals, root resorption, detection of periapical lesions, anomalies and atypical root canal anatomy.

 

Also it can give the endodontist valuable information about the morphology of teeth, including the number of rot canals and their position, in addition to information about the root morphology and anatomy including the number of roots and the degree of their curvature and the length of the root canal.

We also provide the service of root canal tracing with full reports about the types of root canals and their lengths.

CBCT for orthodontics

Wide variety of 3D applications and services can be offered to orthodontists as in 3D localization of impacted canines and to get a  clear view of unerupted teeth.

Other services include,  3D photo integration, 3D cephalometric analysis and many other applications.

Other CBCT applications

Other CBCT applications include the evaluation of the periodontal condition, identifying impacted teeth, airway analysis, detection of bony lesions, evaluating facial fractures with reality filters, TMJ analysis and many more.