Novel Forehead Augmentation Strategy: Forehead Depression Categorization and Calcium-Hydroxyapatite Filler Delivery after Tumescent Injection

Abstract

Background:. The minimally invasive delivery of soft-tissue calcium hydroxyapatite fillers can ameliorate the appearance of forehead depressions and wrinkles. Forehead augmentations using fillers lead to fewer adverse events and to a faster recovery time than those using surgical procedures. However, many physicians avoid using them due to the risk of pain, intravascular injections, and embolisms that can cause skin necrosis and blindness. Strategy to address these issues includes pain reduction through tumescent solution before filler injection considering the vascular pathway. In addition, the strategy is also safer from embolism. Methods:. The author presents a forehead augmentation technique involving the injection of a tumescent solution for tissue hydrodissection. Not only does this create a pocket of space (TS) for filler placement, it also allows the physician to detect bleeding and prevent vessel compromise It is better to minimize the number of entry-points where no vessel exists. By minimizing the number of entry-points and physical proximity to vessels and nerves during injection, this technique reduces the risks of embolization and bleeding. For optimal, patient-customized results, the author also classifies forehead depressions in 5 different categories, depending on the severity, shape, contour, slope, and quantity of volume deficiency observed. Results:. The author treated 218 patients using the author’s forehead augmentations (using one central entry-site after TS test injection). The method was easy to perform and safe from adverse effects such as vascular problem, irregularity, infection, and prolonged swelling. Conclusion:. Using this simple technique, I demonstrate how calcium hydroxyapatite fillers can be injected with little force or dilution, thus preserving its original properties while increasing procedural safety, minimizing pain, restoring convexity, and creating ideal curvatures.