Titlebook: Mathematical Models for Dental Materials Research; Alex Fok,Hooi Pin Chew Book 2020 Springer Nature Switzerland AG 2020 Mathematical Model

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Cosmopolitan

Endodontic Treatment and Vertical Root Fracture,dontically treated root. We also introduce a simple model for friction, which occurs where a tapered rod is in contact with the root section. The result is a mathematical model or, more precisely, a mechanistic equation that relates the maximum allowable load to the key geometrical and material prop

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艦旗

Attenuation of Curing Light Through Resin Composite Restorations,o determine the maximum thickness of resin composite that can be cured at any one time, and the time required to fully cure the material, it is essential to know how quickly light diminishes (or attenuates) as it passes through the material. In this chapter we derive the Beer–Lambert Law of light at

SPASM

Release of Ions or Molecules from Dental Restorations, ions from a restoration may help prevent the formation of recurrent caries. The amount and rate of such ion release are important factors in determining the efficacy and longevity of the materials. Materials with slow but sustained release are naturally preferable. In this chapter, we again apply n

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Heat Generated from Dental Resin Composites During Curing,f dental resin composites so that the likely temperaturerise induced by their application can be assessed. In this chapter, the temperature changes of a light-cured resin composite as a function of time during cure are considered. The principle of superposition is used to construct the mathematical

百靈鳥(niǎo)

低三下四之人

Stability of Dental Implants,rounding bone, will the abutments and prostheses be attached to the implants to restore masticatory functions. Premature loading of implants can lead to their early failure. A method that can be used to monitor the degree of healing is to measure the natural frequency of free vibration of the implan

神圣在玷污

Kinetics of Photo-Polymerization,zation reaction of resin composites during cure. In this chapter, we look at the mechanism of the polymerization reaction in more detail and derive a mathematical model that considers the various chemical steps involved in converting the monomers into polymers. We focus on reactions propagated by ra

珠寶

ress and sustainable development in these marginal regions are numerous: unemployment, de-industrialization, depopulation of city centers, social marginality and widespread illegality..In a context where municipalities are confronted with decreasing financial resources and worsening administrative c