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首页> 外文期刊>Clinical oral implants research >Stability of paramedian inserted palatal mini-implants at the initial healing period: a controlled clinical study
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Stability of paramedian inserted palatal mini-implants at the initial healing period: a controlled clinical study

机译:初始愈合期旁正中插入pa迷你植入物的稳定性:对照临床研究

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摘要

Abstract Objectives: To assess the stability development of paramedian in comparison with midpalatal inserted mini-implants. Material and methods: The test group consisted of 21 consecutively treated patients (13.7 ± 4.6 years). In each patient, a mini-implant was inserted paramedian in the anterior palate. Measurement of the insertion depth (ID), the maximum insertion torque (IT), and resonance frequency analysis (RFA) was performed at TO. RFA was repeated after 2 weeks (T1), 4 weeks (T2), and 6 weeks (T3). Correlations between measuring methods were calculated. RFA values at different times were tested for statistical differences. Data were compared with a group of patients who received median mini-implants of the same size. Results: Initial stability was 14.06 ± 4.35 Ncm (IT) and 26.60 ± 5.28 ISQ (RFA) with an ID of 7.02 ± 1.04 mm. RFA and IT (r = 0.49, P = 0.023) showed a moderate significant correlation. Stability remained relatively constant, showing no significant differences between measurement times. Overall, RFA values decreased non-significantly by 2.25 ± 6.85 ISQ to a level of 24.35 ± 5.39 after 6 weeks. Comparing development of stability over time, it was found that significant differences were present at TO and T1 (TO: -9.54 ISQ, P < 0.0001; T1: -3.69, P = 0.041).
机译:摘要目的:与para中插入的微型植入物相比,评估甲叉神经的稳定性。材料和方法:测试组由21位连续接受治疗的患者组成(13.7±4.6岁)。在每位患者中,在前pa正中下方插入微型植入物。在TO处进行插入深度(ID),最大插入扭矩(IT)和共振频率分析(RFA)的测量。在2周(T1),4周(T2)和6周(T3)后重复RFA。计算了测量方法之间的相关性。测试不同时间的RFA值的统计差异。将数据与接受相同大小的中位微型植入物的一组患者进行比较。结果:初始稳定性为14.06±4.35 Ncm(IT)和26.60±5.28 ISQ(RFA),ID为7.02±1.04 mm。 RFA和IT(r = 0.49,P = 0.023)显示出中等显着的相关性。稳定性保持相对恒定,显示测量时间之间无显着差异。总体而言,RFA值在6周后下降了2.25±6.85 ISQ,无明显下降,降至24.35±5.39。比较随时间变化的稳定性,发现TO和T1存在显着差异(TO:-9.54 ISQ,P <0.0001; T1:-3.69,P = 0.041)。

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