Unsolvable Mechanical Engineering Questions: Dredging and Pipeline Capacity

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SUMMARY

This discussion addresses two critical mechanical engineering challenges related to dredging and pipeline capacity. The first question involves pumping sand to a height of 70 meters and then horizontally 5 kilometers, with considerations for material coarseness and pipe friction. The second question focuses on the impact of a pipeline diameter being 95% of the designed size, necessitating additional pump pressure to maintain the required flow capacity. Key solutions include using a multi-stage pumping approach and applying Reynolds' formula to calculate the necessary pressure adjustments.

PREREQUISITES
  • Understanding of fluid dynamics principles
  • Knowledge of pump operation and performance metrics
  • Familiarity with Reynolds' number and its implications for flow in pipes
  • Basic concepts of material properties and their effects on pumping systems
NEXT STEPS
  • Research multi-stage pumping systems for high elevation applications
  • Study Reynolds' formula for calculating pressure losses in pipelines
  • Explore material behavior under varying viscosity conditions in dredging
  • Investigate design considerations for pipeline systems with reduced diameters
USEFUL FOR

Mechanical engineers, civil engineers involved in dredging projects, and professionals working on hydraulic systems will benefit from this discussion.

vzaia86
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To all mechanical engineers,

I have two questions I cannot answer in my structural 4th year project. They are not structurally related, but more mechanical. Can anyone please help. Thanks. I don't know why the give structural engineers these questions at university?

1)A dredger has to pump sand to a height of 70m (cliff) above sea level firstly and
from there another 5 km horizontally to an inland reclamation area. The inboard
pumps of the dredger can provide just sufficient pressure to bring the material to
the top of the cliff with the minimum required speed. What to do? Also think of
the dynamics of the process. What details would you keep an eye on?After having
pumped 50% of the required quantity, material starts to become coarser. What are
the consequences? How to resolve?

2) You need to deliver a certain capacity (m3/s water). You have designed a pump
and pipeline and you have submitted a plan. However, when the actual delivery
has to start, the pipeline diameter is measured and it is found that it is 95% of
what you had designed. How much additional pump pressure is required to
deliver still the same capacity. How can you achieve that?
 
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vzaia86 said:
1)A dredger has to pump sand to a height of 70m (cliff) above sea level firstly and
from there another 5 km horizontally to an inland reclamation area. The inboard
pumps of the dredger can provide just sufficient pressure to bring the material to
the top of the cliff with the minimum required speed. What to do? Also think of
the dynamics of the process. What details would you keep an eye on?After having
pumped 50% of the required quantity, material starts to become coarser. What are
the consequences? How to resolve?

2) You need to deliver a certain capacity (m3/s water). You have designed a pump
and pipeline and you have submitted a plan. However, when the actual delivery
has to start, the pipeline diameter is measured and it is found that it is 95% of
what you had designed. How much additional pump pressure is required to
deliver still the same capacity. How can you achieve that?

1) A problem of viscosity and lot of stuff. I hope the dredger is land based as if not it would not be able to pump the 5 km inland. If so use steps, pump up to 50m first, move the dreger there and from then on to the end. Coarser might be easier to move if I remember it right, but without knowing any material data that is a mystery. Pipe friction for the 5km inland pipe might be harder then the 70m ascent.

2) Smaller pipes have more friction so more pressure needed for the same capacity, look into Reynold's formula for this kind of stuff. About how you can achieve your goal, considering that most land based stuff is engineered with a safety factor of at least 2 the pump might do just fine with a little more engine power.
 

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