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Cross Sectional Area Of Pipe

Pipe - diameter and cross sectional area

Cross Sectional inside Pipe Area

Cantankerous-sectional within area of a pipe tin be calculated every bit

Ai = π (di / 2)2

   = π di 2 / 4 (1)

where

Ai = cross-sectional inside expanse of pipe (mii, in2)

di = inside diameter (m, in)

Cantankerous Sectional Piping Wall Area

The cross-sectional wall area - or area of piping cloth - can be calculated equally

Ak =π (do / 2)two - π (di / 2)2

   = π (do 2 - di two) / 4                               (2)

where

Aone thousand = cross-sectional wall area of pipe (mii, in2)

do = outside diameter (m, in)

Weight of Empty Pipes

Weight of empty pipes per unit of measurement length can exist calculated equally

wp =ρthousand Am

    = ρm ( π (do / 2)2 - π (di / 2)ii)

    = ρm π (do ii - di 2) / iv (three)

where

westwardp = weight of empty pipe per unit length (kg/m, lb/in)

ρs = density of pipe material (kg/m3, lb/in3)

Weight of Liquid in Pipes

Weight of liquid in pipes per unit of measurement length tin be calculated as

westwardl = ρ50 A

    = ρ50 π (di / 2)2

    = ρfifty π di 2 / iv (iv)

where

west50 = weight of liquid in piping per unit length of pipe (kg, lb)

ρl = density of liquid (kg/m3, lb/in3)

  • water content in pipes

Weight of Pipe filled with Liquid

Weight of piping filled with liquid per unit of measurement length can be calculated as

w = w50 + wp (v)

where

west = weight of pipe and liquid per unit of measurement length of pipe (kg, lb)

Outside Surface Surface area of Pipes

Outside surface surface area of steel pipes per unit length tin can exist calculated as

Ao = 2 π (do / 2)

     = π do                            (half dozen)

where

Ao = outside area of pipe - per unit of measurement length of pipage (chiliad2, intwo)

Inside Surface Surface area of Pipes

Inside surface area of steel pipes per unit length can be calculated as

Ai =2 π (di / two)

     = π di (7)

where

Ai = inside surface area of pipe - per unit length of pipe (k2, in2)

Cross Sectional Area Of Pipe,

Source: https://www.engineeringtoolbox.com/pipes-equations-d_873.html

Posted by: graingermisiongs.blogspot.com

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