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E.g. An intubated patient is transported to ICU using an ambubag ventilating at a rate of 10liter/min from an E type cylinder showing pressure of 800 PSI. How long (in mints)will you have before your E cylinder of oxygen runs empty?Hint; the initial filling pressure is 1900 PSI and volume of the cylinder when it is full is 660 liters.

Question

E.g. An intubated patient is transported to ICU using an ambubag ventilating at a rate of 10liter/min from an E type cylinder showing pressure of 800 PSI. How long (in mints)will you have before your E cylinder of oxygen runs empty?Hint; the initial filling pressure is 1900 PSI and volume of the cylinder when it is full is 660 liters.

E.g. An intubated patient is transported to ICU using an ambubag
ventilating at a rate of 10liter/min from an E type cylinder
showing pressure of 800 PSI.
How long (in mints)will you have before your E cylinder of
oxygen runs empty?Hint; the initial filling pressure is 1900 PSI
and volume of the cylinder when it is full is 660 liters.

Solution

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VanceElite · Tutor for 8 years

Answer

Here's how to calculate the remaining time for the E cylinder:<br /><br />1. **Determine the remaining oxygen:** E cylinders are considered empty when the pressure drops to 200 PSI. So, the usable pressure in this cylinder is 800 PSI - 200 PSI = 600 PSI.<br /><br />2. **Calculate the fraction of oxygen remaining:** The initial filling pressure is 1900 PSI. The fraction of usable oxygen remaining is 600 PSI / 1700 PSI (1900 PSI - 200 PSI) = 6/17.<br /><br />3. **Calculate the remaining liters of oxygen:** The full cylinder contains 660 liters. Therefore, the remaining liters are (6/17) * 660 liters ≈ 232.9 liters.<br /><br />4. **Calculate the time until the cylinder is empty:** The ambu bag uses oxygen at a rate of 10 liters/min. So, the remaining time is 232.9 liters / 10 liters/min ≈ 23.3 minutes.<br /><br />Therefore, the E cylinder will last approximately $\boxed{23}$ minutes.<br />
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