SHRI RAMDEOBABA COLLEGE OF ENGINEERING AND MANAGEMENT DEPARTMENT OF CIVIL ENGINEERING POWERPOINT PRESENTATION ON Major losses (Frictional loss) Assignment 1 :- Fluid Mechanics II (CET 256) -Presented by: Aman Singh Civil (SS) K-13
Major losses (Frictional loss) Here is where your presentation begins
Table of Contents 05 06 03 04 01 02 Law of Fluid friction For laminar flow For turbulent flow Darcy- weishbach eqn Derivation Major lossses Explanation Frictional losses Explanation Introduction Total head loss Losses Major loss Minor loss
Head loss :- Head loss is potential energy that is converted to kinetic energy. Head losses are due to the frictional resistance of the piping system (pipe, valves, fittings, entrance, and exit losses). Unlike velocity head, friction head cannot be ignored in system calculations Introduction
Minor losses Major losses Losses in pipes
Major losses
Major losses are associated with frictional energy loss that is caused by the viscous effects of the medium and roughness of the pipe wall.
Frictional loss
The fluid flowing in the pipe is always subjected to resistance due to shear forces between fluid particles and the boundary wall of the pipe and between the fluid particles themselves resulting from the viscosity of the fluid. This resistance to the flow is called frictional resistance and loss of head due to that is called frictional losses.
Laws of fluid friction
LAWS OF FLUID FRICTIONAL FOR LAMINAR FLOW. LAWS OF FLUID FRICTIONAL FOR TURBULENT FLOW Laws ( i ) (ii)
LAWS OF FLUID FRICTIONAL FOR LAMINAR FLOW. The frictional resistance in the laminar flow is – proportional to the velocity of flow . independent of the pressure . proportional to the surface area in contact. independent of the nature of surface is contact.
LAWS OF FLUID FRICTIONAL FOR TURBULENT FLOW The frictional resistance in the case of turbulent flow is – proportional to (velocity). independent of pressure . proportional to the density of the flowing fluid. proportional to the surface area in contact.
Darcy Weisbach Equation
Darcy Weisbach Equation for frictional loss
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