Calculate Urine Height from Flow Rate with Excel Graph

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SUMMARY

The discussion focuses on calculating urine height from flow rate using Excel, specifically for a Stream-test™ uroflow meter. Participants emphasize the need to convert volumetric flow rates into height measurements based on the dimensions of the cup, which has a 5cm internal diameter and a 0.5cm hole diameter. The key formula derived from Bernoulli's Equation, Q = A√(2gΔh), is essential for determining height (h) from flow rate (Q). Users seek clarification on applying these calculations effectively in Excel.

PREREQUISITES
  • Understanding of Bernoulli's Equation and fluid dynamics
  • Basic knowledge of Excel functions and graph plotting
  • Familiarity with volumetric flow rate calculations
  • Knowledge of unit conversions related to volume and height
NEXT STEPS
  • Learn how to implement Bernoulli's Equation in Excel for flow rate calculations
  • Research methods for plotting dynamic graphs in Excel
  • Explore unit conversion techniques for fluid measurements
  • Study examples of similar fluid dynamics problems to reinforce understanding
USEFUL FOR

Students, engineers, and healthcare professionals involved in fluid dynamics, particularly those working with uroflowmetry and Excel data analysis.

monatariq
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Urine flow meters are used to diagnose urinary flow obstructions such as might occur in the even of enlargement of the prostate gland in men. The Stream-test™ is a simple home uroflow meter consisting of plastic cup with a hole in the base. The maximum height of the urine in the cup is proportional to the maximum urine flow rate.
Write an excel spreadsheet to calculate the height of urine within the cup based on the urine flow pattern provided. Plot a graph showing the instantaneous height of the urine versus time and state the maximum urine height achieved. The dimensions of the cup are as follows:
-The cup is straight sided with an internal diameter of 5cm.
-The hole in the bottom has a diameter of 0.5cm.
PLZZZZZZ can sumone just explain how to do the basic cnversions .
 

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Which basic conversions are you having trouble with?
 
as u can see that in the excel file it shows volumetric flowrates so basically I am having trouble with converting flowrates to height .we have been given the whole cup dia and the gole dia too of the cup whose height is to be measured .
 
helpppppp pleasezzzzzzzzzzzzzzzzzzzzz
 
monatariq said:
Urine flow meters are used to diagnose urinary flow obstructions such as might occur in the even of enlargement of the prostate gland in men. The Stream-test™ is a simple home uroflow meter consisting of plastic cup with a hole in the base. The maximum height of the urine in the cup is proportional to the maximum urine flow rate.
Write an excel spreadsheet to calculate the height of urine within the cup based on the urine flow pattern provided. Plot a graph showing the instantaneous height of the urine versus time and state the maximum urine height achieved. The dimensions of the cup are as follows:
-The cup is straight sided with an internal diameter of 5cm.
-The hole in the bottom has a diameter of 0.5cm.
PLZZZZZZ can sumone just explain how to do the basic cnversions .

Use Bernoulli's Equation. You can make a few assumptions and end up with this equation:

v = \sqrt{2g\Delta{h}}

Multiply that time the area of the hole in the bottom and you end up with the flow rate (which you are given).

Q = A\sqrt{2g\Delta{h}}

Solve for h (the height) and plot it.

CS
 
sorry ,i think I am just not understanding what ur saying .
for example if I am taking a reading at time =3secs and flow rate = 10 ml/s
so first step u say is multiply 3 into the smaller area.?even if i do so how come it gives me flowrate ,?can u please elaborate all by some example. i hope u understand that the values r of flow in.i basically need the flow out from which i can get the volume retained n thus the height .
please answer ASAP .the deadline is in three daysss;(
 
stewartcs said:
Use Bernoulli's Equation. You can make a few assumptions and end up with this equation:

v = \sqrt{2g\Delta{h}}

Multiply that time the area of the hole in the bottom and you end up with the flow rate (which you are given).

Q = A\sqrt{2g\Delta{h}}

Solve for h (the height) and plot it.

CS

So I'm a bit unsure if I should start a new thread, but I have a similar problem with similar data. I cannot understand how to apply Bernoulli's equations to the flow rate to solve for height.

Any help would be appreciated. Examples would be very helpful.

Thank you
 

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