Fluid Mechanics Hydraulics Formulas Equations

Equations are for restrained or anchored pipe stress due to temperature change.

Solving for temperature change stress.

short term modulus of elasticity (E)

= 0

= 0

pound/inch^2

coefficient of thermal expansion (α)

= 0

= 0

inch/inch/fahrenheit

temperature change in fahrenheit (ΔT)

= 0

= 0

temperature change stress (S)

= NOT CALCULATED

Select to solve for a different unknown

pipe expansion and contraction

Solve for pipe length change due to temperature change. | |

Solve for unrestrained pipe length. | |

Solve for coefficient of thermal expansion. | |

Solve for temperature change. |

temperature change stress of restrained/anchored pipe

Solve for temperature change stress. | |

Solve for short term modulus of elasticity. | |

Solve for coefficient of thermal expansion. | |

Solve for temperature change. |

References - Books:

National Resources Conservation Service. National Engineering Handbook. 1995. United States Department of Agriculture.

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