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首页> 外文期刊>Legal medicine >Gas dispersal potential of infant bedding of sudden death cases (II): Mathematical simulation of O2 deprivation around the face of infant mannequin model.
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Gas dispersal potential of infant bedding of sudden death cases (II): Mathematical simulation of O2 deprivation around the face of infant mannequin model.

机译:婴儿猝死病例床上用品的气体扩散潜能(II):婴儿时装模特模型周围O2剥夺的数学模拟。

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We assessed O(2) gas deprivation potential of bedding that had actually been used by 26 infants diagnosed with sudden unexpected infant death using FiCO(2) time course of baby mannequin model. All cases were the same ones in our poster paper (I). Mathematically, time-FiCO(2) (t) graphs were given as FiCO(2) (t)=C(1-e(Dt)). Here, "C" approximates the maximum FiCO(2) value, while "D" is the velocity to reach maximum FiCO(2). FiO(2) in a potential space around the mannequin's nares was estimated using a formula: FiO(2)=0.21-FiCO(2)/RQ. RQ is the respiratory quotient, and the normal human value is 0.8. The graph pattern of FiO(2) is roughly the inverse of the FiCO(2) time course. Four cases showed the bottom of estimated FiO(2) to be more than 15%, 15 were 15-6%, and the other seven were 6% or less. Considering the minimal tissue stores of O(2), changes in FiO(2) may be affected by both CO(2) production and gas movement around the infant's face. Especially, the latter seven cases may suggest the participation of the role not only of CO(2) accumulation but also of the decrease of O(2) around the face.
机译:我们使用FiCO(2)婴儿假体时间模型评估了26名被诊断出突然婴儿猝死的婴儿实际使用的O(2)气体剥夺潜力。所有情况在我们的海报中都相同(I)。在数学上,时间FiCO(2)(t)图给出为FiCO(2)(t)= C(1-e(Dt))。在此,“ C”近似于最大FiCO(2)值,而“ D”是达到最大FiCO(2)的速度。 FiO(2)在模特的鼻孔周围的潜在空间中使用以下公式估算:FiO(2)= 0.21-FiCO(2)/ RQ。 RQ是呼吸商,正常人值为0.8。 FiO(2)的图形模式与FiCO(2)时程大致相反。有4例显示估计FiO(2)的底部超过15%,有15例为15-6%,其他7例为6%或以下。考虑到O(2)的最小组织存储,FiO(2)的变化可能会受到CO(2)的产生和婴儿脸部周围气体移动的影响。尤其是后七种情况可能表明,不仅CO(2)积累起了作用,而且面部周围O(2)的减少也起了作用。

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