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强迫振荡技术在慢性阻塞性肺疾病患者经鼻无创正压通气时压力支持水平滴定中的临床应用

[Clinical application of the forced oscillation technique for titration of pressure support levels in chronic obstructive pulmonary disease patients during nasal noninvasive positive pressure ventilation].

作者信息

Wang Hua, Chen Rong-Chang, He Sheng, Luo Qun

机构信息

Guangzhou Institute of Respiratory Diseases, First Affiliated Hospital of Guangzhou Medical College, Guangzhou 510120, China.

出版信息

Zhonghua Jie He He Hu Xi Za Zhi. 2009 Jan;32(1):21-6.

Abstract

OBJECTIVE

To study the use of oscillatory resistance (Rrs) and reactance (Xrs) to guide the settings of pressure level of ventilators in patients with severe chronic obstructive pulmonary disease (COPD) during noninvasive positive pressure ventilation (NPPV).

METHODS

Five Hz oscillatory inspiratory Rrs (R(re, in)) at different NPPV pressure levels in 8 patients were calculated and compared to inspiratory pulmonary resistance (R(L, in)) measured by means of oesophageal manometry. The difference between inspiratory and expiratory Xrs (deltaXrs) at different CPAP levels were also measured for each breathing cycle, which were subsequently analyzed and classified as flow-limited (EFL) or non-EFL by means of Mead-Whittenberger method. Then, the relationship among CPAP levels, the percentage of EFL breathing cycles at different CPAP levels and deltaXrs were analyzed and the threshold value of deltaXrs with maximum sensitivity and specificity to detect EFL were calculated.

RESULTS

The mean values of R(rs, in) and R(L, in) were (6.5 +/- 1.6) and (9 +/- 5) cm H2O x s(-1) x L(-1) (1 cm H2O = 0.098 kPa), respectively,r = 0.64, P < 0.01, but the agreement between these two resistances were poor and with a median of -2. 7 (-5.7 - 0.7)cm H2O x s(-1) x L(-1), and the limits of agreement ranged from -10.6 cm H2O x s(-1) x L(-1) to 4.9 cm H2O x s(-1) x L(-1). The linear regression equation of R(rs, in) to R(L, in) was R(L, in) = -1.62 + 1.69 R(rs, i), F = 109.6, P < 0.01. Increase in CPAP level resulted in decrease in deltaXrs and in numbers of EFL breathing cycles. The mean value of deltaXrs in EFL breathing cycles was significantly higher than that in NFL, and the threshold value of deltaXrs for detecting EFL was 1.83 cm H2O x s(-1) x L(-1), with a sensitivity of 94% and specificity of 97% respectively.

CONCLUSIONS

Although slightly underestimated, R(rs, in) is helpful to guide the settings of inspiratory positive airway pressure level, which will appropriately overcome the elevated pulmonary resistance, and the threshold value of deltaXrs, of end-expiratory pressure, which will eliminate the majority of EFL breathing cycles.

摘要

目的

研究在无创正压通气(NPPV)期间,利用振荡阻力(Rrs)和电抗(Xrs)指导重度慢性阻塞性肺疾病(COPD)患者呼吸机压力水平的设置。

方法

计算8例患者在不同NPPV压力水平下的5Hz振荡吸气Rrs(R(re,in)),并与通过食管测压法测量的吸气肺阻力(R(L,in))进行比较。还测量每个呼吸周期在不同持续气道正压(CPAP)水平下吸气和呼气Xrs之间的差值(deltaXrs),随后通过米德 - 惠滕伯格方法将其分析并分类为流量受限(EFL)或非EFL。然后,分析CPAP水平、不同CPAP水平下EFL呼吸周期的百分比与deltaXrs之间的关系,并计算检测EFL时具有最大敏感性和特异性的deltaXrs阈值。

结果

R(rs,in)和R(L,in)的平均值分别为(6.5±1.6)和(9±5)cmH₂O×s⁻¹×L⁻¹(1cmH₂O = 0.098kPa),r = 0.64,P < 0.01,但这两种阻力之间的一致性较差,中位数为 -2.7(-5.7 - 0.7)cmH₂O×s⁻¹×L⁻¹,一致性界限范围为 -10.6cmH₂O×s⁻¹×L⁻¹至4.9cmH₂O×s⁻¹×L⁻¹。R(rs,in)与R(L,in)的线性回归方程为R(L,in) = -1.62 + 1.69R(rs,i),F = 109.6,P < 0.01。CPAP水平的升高导致deltaXrs和EFL呼吸周期数量的减少。EFL呼吸周期中deltaXrs的平均值显著高于非EFL呼吸周期,检测EFL的deltaXrs阈值为1.83cmH₂O×s⁻¹×L⁻¹,敏感性和特异性分别为94%和97%。

结论

尽管R(rs,in)略有低估,但有助于指导吸气气道正压水平的设置,这将适当克服升高的肺阻力,以及呼气末正压的deltaXrs阈值,这将消除大多数EFL呼吸周期。

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