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harkovskaia [24]
3 years ago
5

A 35-ft³ rigid tank has propane at 25 psia, 540 R and is connected by a valve to another tank of 20 ft³ with propane at 40 psia,

700 R. The valve is opened and the two tanks come to a uniform state at 580 R.
What is the final pressure?

Engineering
1 answer:
gulaghasi [49]3 years ago
8 0

Answer:

final pressure = 200KPa or 29.138psia

Explanation:

The detailed step by step calculations with appropriate conversion factors applied are as shown in the attachment.

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The stress in the material of a pipe subject to internal pressure varies jointly with the internal pressure and the internal dia
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Answer:

The answer is 27.69 [psi]

Explanation:

(Barinly´s editor seem to not be working properly so please see attachment)

We know that:

  • σ≈\frac{P_{in} D_{in}}{t}

Where:

  • σ => Stress in the material
  • Pin => Internal Pressure
  • Din => Internal diameter
  • t => Thickness

Since we know that thre Stress is directly proportional to Pin and Din but inversely proportional to thickness, we need to add a proportionality constant "k" to our equation to make it complete:

  • σ=\frac{kP_{in} D_{in}}{t}

We also know that the Stress is 100 [psi] when Pin is 25 [psi], Din is 5 [in] and thickness is .75 [in], using this values we can solve for k:

  • k=\frac{σt}{P_{in}D_{in}  }

thus k = .6

Now all we need to know is use the same equation but using the new parameters: Pin = 15 [psi], Din = 2 [in] and t= .65 [in]

  • σ2 = \frac{(.6)(15)(2)}{.65}

The stress is 27.69 [psi]

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If this is a true or false question.

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