Chinese Journal of Tissue Engineering Research ›› 2026, Vol. 30 ›› Issue (33): 8703-8711.doi: 10.12307/2026.480
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Ma Tian1, Luo Yu2
Received:2025-10-29
Revised:2026-03-12
Online:2026-11-28
Published:2026-06-15
Contact:
Luo Yu, PhD, Lecturer, Master’s supervisor, School of Rehabilitation, Gannan Medical University, Ganzhou 341000, Jiangxi Province, China
About author:Ma Tian, Therapist n charge, Ruijin-Hainan Hospital, Shanghai Jiao Tong University School of Medicine (Hainan Boao Research Hospital), Qionghai 571442, China
Supported by:CLC Number:
Ma Tian, Luo Yu. Relationship between diaphragmatic ultrasound parameters and core stability tests in young adults[J]. Chinese Journal of Tissue Engineering Research, 2026, 30(33): 8703-8711.
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2.5 膈肌超声参数与核心稳定性的关系 2.5.1 各指标间的简单相关 青年人膈肌超声参数与核心稳定性之间的相关性结果显示(图4),在膈肌超声参数中,平静吸气末膈肌厚度、平静呼气末膈肌厚度、平静吸气末膈肌移动度、平静吸气膈肌斜率、深吸气末膈肌厚度、深呼气末膈肌厚度、深呼吸膈肌增厚率与除优势侧单腿站立外各指标的相关性检验均有显著性意义(P < 0.05),平静呼吸膈肌增厚率与除俯卧位躯干本体感觉和优势侧单腿站立外各指标的相关性检验均有显著性意义(P < 0.05),深吸气末膈肌移动度与核心稳定性各指标的相关性检验均有显著性意义(P < 0.05),深吸气膈肌斜率与核心稳定性各指标的相关性检验均无显著性意义(P > 0.05)。 2.5.2 各类指标间的典型相关 (1)典型相关系数及检验:由表4可知,典型相关分析中分别提取了8对典型相关变量,但根据相伴概率低于0.05的要求,"
变量V2中,俯卧位躯干本体感觉和躯干伸肌耐力的系数较大,系数分别为0.831和0.898。因此,可以认为膈肌超声参数与核心稳定性的相关性主要是深呼吸膈肌厚度与躯干本体感觉及耐力的相关性所致。 (3)典型结构分析结果:在典型结构分析的框架下,可展示原始变量施加于典型变量的影响程度特征与方向。典型载荷是原始变量同该组典型变量之间的相关系数指标,其功能在于揭示典型变量与各组内单一变量的相关性强弱,典型载荷(表6)比典型权重(表5)更适合用于解释各原始变量与典型变量间的关系。呈现较大绝对值的典型载荷,表明原始变量与典型变量的相关性趋于增强。当考察某一典型变量同另一组原始变量的相关系数时,此类参数则被命名为交叉载荷。 从表6、图5中可以看出,第1组典型变量包含的信息量远多于第2组,因此分析时主要采用原始变量组合的第1组典型变量的典型载荷和交叉载荷。典型变量V1与核心稳定性中的俯卧位压力、俯卧位躯干本体感觉、仰卧位压力、仰卧位躯干本体感觉、优势侧单腿跳远、仰卧起坐、躯干伸肌耐力具有高度相关性,典型载荷分别为-0.936,-0.919,0.761,0.707,-0.849,-0.860,-0.933,这表明这些变量是反映核心稳定性的重要指标。同时,这7个核心稳定性变量与典型变量U1也表现出很高的相关性,其交叉载荷分别为-0.843,-0.827,0.685,0.637,-0.765,-0.775,-0.840,这说明核心稳定性的各主要变量能够反映膈肌结构功能水平。核心稳定性中的腹内压、躯干本体感觉、"
躯干控制力和耐力为膈肌结构功能提供了稳定性支持。 另一方面,典型变量U1与平静吸气末膈肌厚度、平静呼气末膈肌厚度、深吸气末膈肌厚度、深呼气末膈肌厚度、深吸气末膈肌移动度有很高的相关性,典型载荷分别为-0.717,-0.771,-0.831,-0.663,-0.780,说明这些变量是反映膈肌结构功能水平的重要指标。这些变量也和典型变量V1高度相关,其交叉载荷分别为-0.646,-0.694,-0.749,-0.597,-0.702,这说明膈肌可为核心稳定性提升提供一定的结构功能基础。宏观上讲,膈肌结构功能改善可创造良好的腹内压基础,带动更多核心肌肉不断地协同配合运动,有助于核心稳定性的进一步提升。 (4)典型冗余分析与解释能力:衡量模型解释能力存在2种主要方法。典型相关系数平方值为第1种方法,其反映的是共享方差部分。第2种方法则涉及冗余分析过程,涉及典型变量组内代表比例与冗余指数的分析。对该组变量方差的解释程度,通过组内代表比例得以体现。对另一组变量方差的解释程度,可用冗余指数这一指标,该指标亦被称作交叉解释比例。 如表7所示,膈肌超声参数与核心稳定性之间的第1组和第2组典型变量的组内、组间分别表示膈肌超声参数组的方差被其自身典型变量解释的比例,以及方差被对应的核心稳定性典型变量解释的比例。同样,核心稳定性组的方差也通过相应典型变量进行解释。从典型相关系数的平方可以看出,这两组典型变量都具有较强的解释能力,其中核心稳定性组的81.00%"
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