Articolo L C, Kusy R P
University of North Carolina, Dental Research Center, Chapel Hill 27599, USA.
Am J Orthod Dentofacial Orthop. 1999 Jan;115(1):39-51. doi: 10.1016/S0889-5406(99)70314-8.
The resistances to sliding were studied as a function of five angulations (0 degrees, 3 degrees, 7 degrees, 11 degrees, and 13 degrees) using nine different couples made of stainless steel, single crystal sapphire, or polycrystalline alumina brackets against stainless steel, nickel titanium, or beta-titanium arch wires. After 22 mil brackets were mounted to fixtures and 21 x 25 mil arch wires were ligated with 10 mil stainless steel ligatures, the arch wires were slid through the brackets at 1 cm/minute in the dry state at 34 degrees C. The resistance to sliding was measured by one computer while five normal forces (nominally 0.2, 0.4, 0.6, 0.8, and 1.0 kg) were serially maintained by another computer. A second couple was prepared for each material combination with five normal forces that were each 0.1 kg less. Statistical fits of linear regressions were such that p <.001 for most tests. When couples were in the passive configuration at low angulations, all stainless steel wire-bracket couples once again had the least resistance to sliding. When the angulation exceeded about 3 degrees, however, the active configuration emerged and binding quickly dominated as the resistance to sliding increased over 100-fold. Under these conditions, the relative rankings among the materials transposed; couples of stainless steel had the most resistance to sliding, whereas, couples of the more compliant alloys, such as nickel titanium wire, had the least. Results suggested that the active configuration and subsequent binding emerged when no bracket clearance remained. This binding component increased in importance with angulation and was additive to the frictional component, that is, they followed the principle of superposition.
研究了五种角度(0度、3度、7度、11度和13度)下的滑动阻力,使用了由不锈钢、单晶蓝宝石或多晶氧化铝托槽与不锈钢、镍钛或β钛弓丝组成的九种不同组合。将22密耳的托槽安装到固定装置上,并用10密耳的不锈钢结扎丝结扎21×25密耳的弓丝后,在34℃的干燥状态下,以1厘米/分钟的速度使弓丝滑过托槽。一台计算机测量滑动阻力,另一台计算机依次施加五个法向力(名义上为0.2、0.4、0.6、0.8和1.0千克)。针对每种材料组合,制备另一组法向力均小0.1千克的组合。大多数测试的线性回归统计拟合结果为p<.001。当组合处于低角度的被动配置时,所有不锈钢丝-托槽组合的滑动阻力再次最小。然而,当角度超过约3度时,主动配置出现,随着滑动阻力增加超过100倍,约束力迅速占主导。在这些条件下,材料之间的相对排名发生了变化;不锈钢组合的滑动阻力最大,而较柔顺合金(如镍钛丝)组合的滑动阻力最小。结果表明,当没有托槽间隙时,主动配置和随后的约束力出现。这种约束力成分随着角度增加而变得更加重要,并且是摩擦成分的累加,即它们遵循叠加原理。