In your experiment, the flow-rate is defined as

equation40

where V is the total volume of fluid measured (e.g., with a bucket), and tex2html_wrap_inline127 is the amount of time (measured with e.g., a stopwatch) for which the fluid was measured.

The direction of flow is shown by the arrows in the pipe. Two pressure gauges are attached to the pipe, a distance tex2html_wrap_inline129 apart. The difference between the readings on these two gauges gives the pressure drop, tex2html_wrap_inline131 , through the pipe over the length tex2html_wrap_inline129 . We can get a good idea of how the pressure drop is related to the flow-rate by plotting tex2html_wrap_inline101 as a function of Q for many different flow rates.

The Experiments

Enter data to completely map out tex2html_wrap_inline101 for flow-rates the customer needs. The customer requires a flow-rate from 0.7 to 7.0 m tex2html_wrap_inline141 /h.

As you run the experiments your data will be plotted on the graph. Be sure you run enough experiments to throughly map out the entire region.

Pressure Drop Setup

Experimental Setup for measuring Pressure Drop across a given pipe length as a function of Flow Rate.

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