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EPC Products Fluid Science FS-1.3 Energy Losses in Bends
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FS-1.3 Energy Losses in Bends

Model:FS-1.3

Use:To measures the pressure drop across, a smooth bend, a tight bend, a Mitre bend. All the pipe test section are of the same cross section, enabling meaningful comparisons to be made.

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Description

The Fluid Science FS-1.3 Energy Losses in Bends Systems Tray provides hands on experimentation designed to demonstrate energy losses due to the geometry of the flow path at different flow rates.

Utilising the FS-SU service unit the experiments rapidly mount onto the multifunctional work panel and is connected to the built-in water supply via quick connect couplings.

The differential pressure reading is taken using a digital manometer against varying flow rates.

The tray includes the following Hydraulic Circuits:

Energy losses in Bends

  • Shallow bend Radii 42mm, 6mm diameter

  • Tight Bend Radii 9mm, 6mm diameter


  • Mitre Bend, 6mm diameter



Features

  • Shallow bend Radii 42mm, 6mm diameter

  • Tight Bend Radii 9mm, 6mm diameter

  • Mitre Bend, 6mm diameter

  • Differential pressure reading obtained using digital manometer

  • Highly visual design

Benefits

  • Applied student learning via experimentation

  • Common service unit can be used for either hot or cold-water supply

  • Tool-less assembly

  • Designed to be highly visual and simple to use

  • Quick setup

  • Suitable for both classroom and laboratory environment


Demonstration Capabilities


  • Explanation of basic principles such as conservation of mass

  • Conservation of energy

  • Explain energy loss and frictional loss

  • Types of flow steady and unsteady flow, uniform and non-uniformflow etc

  • Types of fluid flow regime i.e. laminar, turbulent and transitional flow

  • Compare measured pressure drop from 3 different pipe forms, explaining the effect of geometry on pressure drop

  • Using Bernoulli’s equation, calculate the pressures and compare results with experimental values

  • Calculate the frictional head loss and pressure drop using Darcy’s equation





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