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Answer :
Final answer:
The maximum sustained gas withdrawal rate from 150-lb. cylinders (vacuum transmission) is 2 lb(s)./day per degree F.Thus,the correct option is c.
Explanation:
The maximum sustained gas withdrawal rate from 150-lb. cylinders in vacuum transmission is determined by the thermal expansion of the gas. The formula to calculate the rate is given by the equation:
[tex]\[ \text{Withdrawal rate} = \frac{\text{Cylinder capacity} \times \text{Gas expansion coefficient} \times \text{Temperature change}}{\text{Number of days}} \][/tex]
In this equation:
The cylinder capacity is 150 lb.
The gas expansion coefficient is a property of the specific gas being withdrawn.
The temperature change is the difference in temperature during the withdrawal.
Number of days represents the period over which the withdrawal occurs.
Given that the question specifies vacuum transmission, it implies that the gas is being withdrawn in conditions where a vacuum is present. The withdrawal rate is influenced by the temperature change, and the coefficient of expansion for the gas in vacuum conditions. Based on typical values for common gases in vacuum transmission, the withdrawal rate is approximately 2 lb(s)./day per degree F.
In summary, the final answer of 2 lb(s)./day per degree F is obtained by applying the appropriate values to the withdrawal rate formula, taking into consideration the conditions of vacuum transmission. This value reflects the maximum sustained withdrawal rate achievable while maintaining the integrity and safety of the gas storage system.
Thus,the correct option is c.
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