| Literature DB >> 29921222 |
Abdulla Ahmed Al-Abassi1, Azan Saleh Al Saadi2, Faisal Ahmed3.
Abstract
BACKGROUND: Intra-abdominal pressure (IAP) can be measured by several indirect methods; however, the urinary bladder is largely preferred. The aim of this study was to compare intra-bladder pressure (IBP) at different levels of IAPs and assess its reliability as an indirect method for IAP measurement.Entities:
Keywords: Compartment syndrome; Intra-abdominal hypertension; Intra-abdominal pressure; Intra-vesical pressure; Urinary bladder pressure
Mesh:
Year: 2018 PMID: 29921222 PMCID: PMC6009941 DOI: 10.1186/s12871-018-0539-z
Source DB: PubMed Journal: BMC Anesthesiol ISSN: 1471-2253 Impact factor: 2.217
Lin’s Concordance & Pearson Correlation Coefficients between the two methods: IAP & IBP for all measures (IAP = 0–22 mmHg) Versus High IAP (IAP > 12 mmHg)
| Variable Y | Intra Abdominal Pressure (IAP = 0–22 mmHg) | Intra Abdominal Pressure (IAP > 12 mmHg) |
| Variable X | Intra Bladder Pressure (IBP with IAP = 0–22 mmHg) | Intra Bladder Pressure (IBP with IAP > 12 mmHg) |
| Sample size | 388 | 81 |
| Mean | IAP: 8.254 | IAP: 16.173 |
| Variance | IAP: 27.037 | IAP: 09.150 |
| Concordance correlation coefficient | 0.965 | 0.903 |
| 95% Confidence interval | 0.958 to 0.971 | 0.866 to 0.931 |
| Pearson ρ (precision) | 0.966 | 0.940 |
| Significance level | ||
| Bias correction factor Cb (accuracy) | 0.999 | 0.961 |
Fig. 1Scatter plot with line of identity for Lin’s Concordance Correlation between the two methods: a IAP measurements 0–22 mmHg; b IAP measurements > 12 mmHg
Bland-Altman Analysis for the two methods: IAP & IBP for all measures (IAP = 0–22 mmHg) Versus measures for High IAP (IAP > 12 mmHg)
| First measurement [Method A] | Intra Abdominal Pressure (IAP = 0–22 mmHg) | Intra Abdominal Pressure (IAP > 12 mmHg) |
| Second measurement [Method B] | Intra Bladder Pressure (IBP with IAP = 0–22 mmHg) | Intra Bladder Pressure (IBP with IAP > 12 mmHg) |
| Differences | ||
| Sample size | 388 | 81 |
| Arithmetic mean (Bias) | −0.097 | −0.282 |
| 95% CI | −0.236 to 0.042 | −0.619 to 0.056 |
| Standard Error (SE) | 0.070829 | 0.1697 |
| Standard deviation (Precision) | 1.3952 | 1.5278 |
| Coefficient of variation (%) | 11.8956 | 6.6932 |
| Lower limit | −2.8312 | −3.2760 |
| 95% CI | −3.0694 to −2.5930 | −3.856 to − 2.696 |
| Upper limit | 2.6379 | 2.7130 |
| 95% CI | 2.3997 to 2.8761 | 2.133 to 3.293 |
Fig. 2Bland-Altman Scatter Diagram for the two methods: a IAP measurements 0–25 mmHg; b IAP measurements > 12 mmHg
Cronbach’s Alpha “Estimate of internal consistency” for All measurements: IAP & IBP for all measures (IAP = 0–22 mmHg) Versus measures for High IAP (IAP > 12 mmHg)
| IAP = 0–22 mmHg | IAP > 12–22 mmHg | IAP > 20–22 mmHg | ||
|---|---|---|---|---|
| Case Processing Summary | Valid | 388 | 81 | 12 |
| Excluded | 0 | 307 | 376 | |
| Total | 388 | 388 | 388 | |
| Item Statistics | Mean IAP | 8.2542 | 16.1732 | 21.3312 |
| Mean IBP | 8.3509 | 16.4547 | 22.4345 | |
| Standard Deviation IAP | 5.19970 | 3.02496 | .54325 | |
| Standard Deviation IBP | 5.41462 | 3.97039 | 1.23482 | |
| Reliability Statistics | Cronbach’s Alpha | .982 | .951 | .787 |
| Cronbach’s Alpha Based on Standardized Items | .983 | .969 | .936 | |