Clinical Trial Details
— Status: Completed
Administrative data
| NCT number |
NCT04832061 |
| Other study ID # |
2000028070 |
| Secondary ID |
|
| Status |
Completed |
| Phase |
|
| First received |
|
| Last updated |
|
| Start date |
April 1, 2021 |
| Est. completion date |
April 20, 2021 |
Study information
| Verified date |
May 2021 |
| Source |
Yale University |
| Contact |
n/a |
| Is FDA regulated |
No |
| Health authority |
|
| Study type |
Observational
|
Clinical Trial Summary
Critically ill COVID-19 patients have a relatively high mortality rate (~30%). Most
critically ill COVID-19 patients require respiratory supports. The respiratory supports used
in this patient population included conventional oxygen therapy (COT) via nasal cannula or
face mask, non-invasive ventilation (NIV), and invasive mechanical ventilation (IMV). NIV has
three different methods, including high-flow nasal cannula (HFNC), bilevel positive airway
pressure (BiPAP), and continuous positive airway pressure (CPAP). There are outstanding
questions that remain to be answered. One is which NIV is more effective; the other is if the
use of IMV leads to increased mortality. Another relevant question is if ventilator settings
(such as tidal volume, drive pressure, and positive end-expiratory pressure) are associated
with different mechanical ventilated patients' outcomes. To answer these questions, a
retrospective cohort study based on all patients who had been treated in the ICUs in Yale New
Haven Health System throughout the first pandemic year was designed.
Description:
Statistical methods
Continuous data are presented as mean and standard deviation (SD) if it follows a normal
distribution assessed using histograms and Q-Q plots; otherwise, as median and interquartile
range (IQR). Categorical data are presented as numbers and percentages. Missing data will not
be imputed. Patients from a specific analysis were excluded if the data for the related
variable are missing.
The first objective is to investigate the relative effectiveness of different NIVs, including
high-flow nasal cannula (HFNC), bilevel positive airway pressure (BiPAP), and continuous
positive airway pressure (CPAP). Patients will be divided into three groups per the type of
NIV they first received. Patients who received invasive mechanical ventilation (IMV) before
NIV will be excluded. Patients who received two or three different types of NIV will also be
excluded in this analysis. Patients who received IMV after the use of NIV are eligible.
The secondary objective is to investigate the impact of IMV on mortality via comparison with
patients who received NIV only. The role of lung protective ventilation in patients who
received IMV will also be investigated. The characteristics of the ventilator settings that
are associated with an improved outcome will be explored.
The primary outcome is in-hospital mortality and patients will be followed until hospital
discharge. Patients are considered alive if they were discharged alive from the hospital or
are still hospitalized at the closure of data extraction. For the first objective, the rate
of respiratory support escalation from NIV to IMV will also be analyzed (as a secondary
outcome measure in this analysis).
Patients will be balanced using propensity score matching. The propensity score model will
include demographic characteristics, comorbidities, the pandemic phase, severity of acute
illness (24 hours before the targeted respiratory support), laboratory results (24 hours
before the targeted respiratory support), and vital signs (24 hours before the targeted
respiratory support). The balance between matched pairs will be assessed using a standardized
10% difference and calculated using the method described by Yang and Dalton. A stratified Cox
proportional-hazards model will be used to analyze the matched pairs. Additionally, survival
will be estimated using the product-limit Kaplan-Meier estimator, and the log-rank statistic
will be used to compare survival curves.
The backup statistical analysis plan is as follows. The univariate Cox proportional-hazard
models to screen for potential factors associated with lower mortality will be performed. A
multivariable Cox proportional-hazards model to estimate independent associations between
respiratory supports and mortality will be performed. The confounders included in the
multivariable analysis are as follows: 1) known risk factors for mortality (age, sex, and
hypertension); 2) the severity of the acute illness 24 hours before the targeted respiratory
support (Sequential Organ Failure Assessment score and Glasgow Coma Scale score); 3) the
various phases during the first pandemic year, including the first phase (February 1, 2020,
to May 31, 2020), the second phase (June 1, 2020, to August 31, 2020), the third phase
(September 1, 2020, to November 30, 2020), and the fourth phase (December 1, 2020, to last
date of data extraction); 4) the demographics and comorbidities with a P-value < 0.25 in the
univariate analysis; and 5) the laboratory results and vital signs 24 hours before the
targeted respiratory support that have a P-value < 0.25 in the univariate analysis. All
treatments considered to be part of COVID-19 management will be included in the multivariable
analysis for confounding control. To avoid collinearity, only one variable will be included
if two variables have an absolute Pearson's or Spearman's rank correlation coefficient
greater than 0.5. Variables with more than 10% missing data will also be excluded. Multiple
testing will be corrected using the Bonferroni method to reduce the chance of type I error at
a two-sided 0.05 alpha level, considering the hypotheses for all of the COVID-19-related
respiratory supports/treatments as a family. The association between exposures and mortality
will be estimated using hazard ratios (HRs) and reported with 95% confidence intervals (CIs).
To account for clustering within hospitals, robust sandwich estimators to compute standard
errors for the HRs will be used. The proportional hazards assumption will be assessed using
Schoenfeld residuals.
With a two-tailed hypothesis test, the significance level for each general hypothesis is
0.05. All analyses will be performed in R software (version 3.5.3, R Foundation for
Statistical Computing).