After two time constants, approximately what percentage of lung unit filling is achieved?

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Multiple Choice

After two time constants, approximately what percentage of lung unit filling is achieved?

Explanation:
Lung unit filling follows an exponential approach to its final volume, governed by a time constant τ. After a time equal to two of these constants, the fraction filled is 1 minus e to the power of negative two, which is 1 − e^(-2) ≈ 0.8647, about 86%. So roughly 86% of the lung unit has filled after two time constants. This also fits the familiar milestones: about 63% after one τ, about 95% after three τ, etc.

Lung unit filling follows an exponential approach to its final volume, governed by a time constant τ. After a time equal to two of these constants, the fraction filled is 1 minus e to the power of negative two, which is 1 − e^(-2) ≈ 0.8647, about 86%. So roughly 86% of the lung unit has filled after two time constants. This also fits the familiar milestones: about 63% after one τ, about 95% after three τ, etc.

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