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The relationship between time to arrival of emergency medical services (EMS) and survival from out-of-hospital ventricular fibrillation cardiac arrest.

机译:紧急医疗服务(EMS)到达时间与院外心室颤动心脏骤停生存时间之间的关系。

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AIM: We examined the relationship between time from collapse to arrival of emergency medical services (EMS) and survival to hospital discharge for out-of-hospital ventricular fibrillation cardiac arrests in order to determine meaningful interpretations of this association. METHODS: We calculated survival rates in 1-min intervals from collapse to EMS arrival. Additionally, we used logistic regression to determine the absolute probability of survival per minute of delayed EMS arrival. We created a logistic regression model with spline terms for the time variable to examine the decline in survival in intervals that are hypothesized to be physiologically relevant. RESULTS: The observed data showed survival declined, on average, by 3% for each minute that EMS was delayed following collapse. Survival rates did not decline appreciably if the time between collapse and arrival of EMS was 4 min or less but they declined by 5.2% per minute between 5 and 10 min. EMS arrival 11-15 min after collapse showed a less steep decline in survival of 1.9% per minute. The spline model that incorporated changes in slope in the time interval variable modeled this relationship more accurately than a model with a continuous term for time (p=0.01). CONCLUSIONS: The results of our analyses show that survival from out-of-hospital cardiac arrest does not decline at a constant rate following collapse. Models that incorporate changes that reflect the physiological alterations that occur following cardiac arrests are a more accurate way to describe changes in survival rates over time than models that include only a continuous term for time.
机译:目的:我们检查了从崩溃到紧急医疗服务(EMS)的时间与医院外心室纤颤性心脏骤停的生存时间到出院之间的关系,以确定这种关联的有意义的解释。方法:我们计算了从崩溃到EMS到达的每1分钟间隔的生存率。此外,我们使用逻辑回归确定了延迟EMS到达每分钟生存的绝对概率。我们创建了一个带有时间变量的样条项的逻辑回归模型,以检查假设为生理相关的间隔中生存率的下降。结果:观察到的数据显示,崩溃后EMS延迟每分钟平均可降低3%的生存率。如果从EMS崩溃到到达之间的时间为4分钟或更短,生存率不会显着下降,但是在5到10分钟之间每分钟下降5.2%。坍塌后11-15分钟内EMS到达,表明存活率每分钟1.9%的下降幅度较小。与具有连续时间项(p = 0.01)的模型相比,在时间间隔变量中并入了斜率变化的样条模型对该关系的建模更为准确。结论:我们的分析结果表明,崩溃后院外心脏骤停的存活率并没有以恒定的速率下降。与仅包含连续时间术语的模型相比,包含反映心脏骤停后发生的生理变化的变化的模型是描述存活率随时间变化的更准确方法。

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