Some authorities may not accept your CPD as verifiable unless it has been identified in the PDP before you undertake it. Really interesting and material that I'm unlikely to come across. b) The impression is made with an oversized tray. GDC Development Outcomes According to the principle of mucostatics the impression material had to record without distortion, every detail of the mucosa so that a completed denture would fit all minute elevations and depressions. • 1973 First moldable acrylic material. Definition: It is the negative replica of the structures of the oral cavity be it hard (tooth) or soft (gingiva, mucous membrane) structures, which are used to fabricate the cast or model of the patient, and for making crowns, dentures, and other prosthesis. This technique has the advantage of ensuring a close adaptation of the denture base to the entirety of the mucosa and hence enhancing retention. Kelly’s preparation was primarily intended as an impression material 19 20. 5 The 2 techniques of border molding documented in published reports are the sectional and the single-step techniques. Special student price just £19 for 12 months individual membership. 2 0 obj Unlike the most materials on the market which restrict chemicals components to a set point of one to five minutes, the muco-dynamic can be worked until one is satisfied with comfort and fit. endobj Border moulding is not done here. The Overseas Registration Examination - ORE, To improve my knowledge and understanding of Removable Prosthetics Dentistry. Favorable impression technique along with suitable impression material influences the accuracy of oral tissues recorded. Most impression materials are used in an open mouth technique and are held in place with the tray or the denture. A Brief Review: Mucostatic theory: In a brochure published by Hary L. Page in 1946, he stated that all soft tissues were chiefly fluid and 80% or more of the tissues are composed of water. 5. Spaced tray c) It requires a material of high fluidity (low viscosity) Impression material of choice is impression plaster, alginate. It should be remembered however, that viscosity often varies with the applied stress (p. 19). It's setting process is exothermic and it is not that popular as an impression material. The impression material does fill the sulcus but is not supported and distorts once the impression is taken out of the mouth; If it is over-extended. Following the setting of the impression material, the flabby tissues are painted using with a low viscosity mix of impression material (impression plaster) through the open window. Mucostatic concept record the mucosa in its static, undisturbed form (supported by underlying basal bone). Ideally, the impression material to be used should be sufficiently fluid on placement to prevent displacement of the soft tissues, with such materials being considered to be mucostatic. 6. Medical definition of mucostatic: of, relating to, or representing the mucosal tissues of the jaws as they are in a state of rest. Mucostatic theory follows the impression being taken of the mucosa when in its normal resting position. The process of shaping impression material along the borders of an impression tray by manipulating the soft tissues to duplicate the contour and size of the vestibules is known as border molding. 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WmxO12U8VhS4jOHS7jpr3ALHaHSIPdSiTI0AudI8F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