Simplifying Adhesive Cementation of Zirconia
Analysing the latest generation self-adhesive resin cement
Date: Monday 24 March 2025
Time: 6.30pm - 7.30pm AEDT
CPD: 1 CPD point
FREE Webinar

Dr. Chee Chang
About the presenter:
Dr Chee Chang BDS DClinDent (Prosthodontics) is a specialist prosthodontist in private practice in Melbourne. He is also involved with teaching in the undergraduate programme, as well as in the Postgraduate Diploma in Clinical Dentistry (Implants) at The University of Melbourne. He has also lectured nationally and internationally on various topics related to prosthodontics and oral rehabilitation. His areas of interest are in the application of modern biomaterials in prosthodontic treatments, and in the aesthetic and biologic integration of dental implants.
Chee has been in clinical practice for over 15 years, in New Zealand, Australia and the UK. He is an invited reviewer for a number of dental journals, and is also a product evaluator and key opinion leader for various dental product companies. Chee is a member of various national and international dental and prosthodontic societies, colleges and academies. He also serves on multiple committees, and is currently the Victorian State Federal Representative for the Australian Prosthodontic Society.
Session Overview:
Is it possible to reduce the number of steps required when wishing to achieve a strong and stable bond of our zirconia ceramics? Adhesive cementation of ceramics, including zirconia, is conventionally a multi-step procedure, with each step having the potential for errors and increased technique sensitivity. The newer generation of the so-called "self-adhesive" resin cements promises to simplify this process and simplify the process, but do these actually work? In this webinar, Chee will explore some of the science behind the latest generation of self-adhesive resin cements, specifically the GC G-cem One system, and discuss his experiences with this system. Discover if it is indeed possible to simplify zirconia bonding, without compromising on the result.