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BERNOULLI'S THEOREM APPARATUS-SB-BT-6A

Features: The Bernoulli’s principle which describes the relationship between the flow velocity of a fluid and its pressure. An increase in velocity leads to a reduction in pressure in a flowing fluid, and vice versa. The total pressure of the fluid remains constant. Bernoulli’s equation is also known as the principle of conservation of energy of the flow. This Apparatus is used with Hydraulic Bench and this experimental unit includes a pipe section with a transparent Venturi nozzle and a movable Pitot tube for measuring the total pressure. The Pitot tube is located within the Venturi nozzle, where it is displaced axially. The position of the Pitot tube can be observed through the Venturi nozzle’s transparent front panel. Transparent Venturi for robust use and visualization. Familiarization with Bernoulli’s principle. 6 tube manometers for displaying the static pressures. Single tube manometer for displaying the total pressure. Axially movable Pitot tube for determining th

Technical Specification:
Venturi nozzle:
Angle at the inlet: 11°.
Angle at the outlet: 4°.
Inlet Diameter: 26mm.
Venturi Throat Diameter: 16mm.
Outlet Diameter: 26mm.
Pitot tube:
Manometer range: 0-200mm.
Pipe Diameter: 4-6mm.
Max Flow Rate: 25L/min.
Manometer Measuring Tube Range: 0-300mmWC.
Measurement: LxWxH: 600x500x900mm.
Weight: approx. 28kg.
List of Experiments:
Determination of the exact section in Venturi's tube.
Demonstration of Bernoulli's Theorem.
Divergent-convergent position.
Determination of Bernoulli's Theorem equation.
Convergent-divergent position.
Observation of differences between convergent and divergent position.

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