Calculate drag force on a temperature probe inserted in a water pipe

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Discussion Overview

The discussion revolves around calculating the drag force on a temperature probe inserted in a water pipe, specifically addressing concerns about the probe's structural integrity under flow conditions. Participants explore the application of drag force equations, material properties, and potential failure modes due to flow-induced vibrations.

Discussion Character

  • Technical explanation
  • Conceptual clarification
  • Debate/contested
  • Experimental/applied

Main Points Raised

  • One participant, Mike, calculates the drag force on a temperature probe using a drag coefficient, reference area, water density, and flow velocity, arriving at a value of around 0.5 lbf, which he questions as being low.
  • Another participant suggests determining the allowable stress of the probe based on its operating temperature and material, referencing ASME standards.
  • Mike specifies the probe will operate at 40F and is made of 304 stainless steel, inquiring about access to ASME codes.
  • A participant provides an allowable stress value for the material and asks about the external pressure on the probe.
  • Mike clarifies that the internal flow rate is 400 gpm with a maximum discharge pressure of 120 psig.
  • Another participant emphasizes the importance of the probe being rated for external pressure and the need to consider vibration effects.
  • Mike later asks how to calculate the effects of flow-induced vibrations on the probe.

Areas of Agreement / Disagreement

Participants generally agree on the importance of considering material properties and external pressures, but there is no consensus on the specific calculations for drag force or the effects of flow-induced vibrations, leaving the discussion unresolved.

Contextual Notes

Participants reference specific ASME standards and allowable stress values, but the discussion does not resolve how to apply these standards to the specific scenario or how to quantify flow-induced vibrations.

Who May Find This Useful

Engineers and technicians involved in fluid dynamics, materials science, and mechanical design, particularly those working with temperature probes in fluid systems.

steves1080
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I'd like to add a temperature probe to a 4" water pipe downstream of a centrifugal fill pump, but I am afraid of the probe shearing from being subjected to a constant force from the upstream pump (which pumps at about 400 gal/min). Naturally, my thought was to use the drag force equation, but I am not sure if I am misusing it. Bassically, I am using a Cd of 1, a reference area of 0.75 sq.in (assuming a thin rectangular plate of 1/8" by 3"), the density of water, and the velocity of water moving through a 4" pipe at 400 gal/min (which I calculated as 2.82 m/s). The answer I got was around 0.5 lbf, but this seems low to me. If it is in fact correct, how can I verify how much stress fatigue the probe is capable of undergoing until it is at risk of breaking?

Thanks,
Mike
 
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To find an allowable stress, what temperature is the probe going to be operating at and what material is it made out of? Then you can use the ASME Section II-D to find an allowable stress value.

Also, you need to be cautious of flow induced vibrations causing the probe to fail.
 
Thanks for the input. I expect 40F and it is a 304SS. Is there an easy way to look up ASME sections, or do you recommend being a member to acquire access to the full database of codes, etc.? And yes, good call on the flow-induced vibrations. I'll make sure to be conservative in my approach.
 
For that temperature and material ( I am assuming is SA-312 SA-304) the basic allowable is 20,000 PSI and 1.5 times that value for membrane plus bending stress. If the pressure in the probe is low then the membrane stress is low. What is the external pressure of the pipeline that the probe is being inserted into?
 
The pipe is located outside, so just atmospheric conditions. The internal flow rate of the water is about 400 gpm at a discharge pressure of up to 120 psig.
 
No, what is the pressure in the pipeline? That is pressure that will become the external pressure on the probe.
 
My apologies. As I stated above, the maximum internal pressure of the pipeline under flow will be 120 psig.
 
Ok, as long as the probe is rated for that external pressure and the stress on it is less than the allowables, and provided it doesn't vibrate, it should work.
 
Thanks for the input
 
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How could one calculate the effects of any flow-induced vibrations?
 

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