SOS: Problem Solving Help - Tank Drainage

  • Context: Engineering 
  • Thread starter Thread starter emzy168
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    Problem solving Tank
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SUMMARY

The discussion centers on solving a tank drainage problem, specifically addressing confusion regarding the appropriate equations to apply. Participants emphasize the importance of understanding fluid dynamics principles and provide insights into various equations that govern tank drainage scenarios. Key equations mentioned include Torricelli's Law and the continuity equation, which are essential for accurately modeling the drainage process.

PREREQUISITES
  • Fluid dynamics principles
  • Torricelli's Law for fluid flow
  • Continuity equation in fluid mechanics
  • Basic algebra for equation manipulation
NEXT STEPS
  • Research Torricelli's Law in detail
  • Study the continuity equation and its applications
  • Explore real-world tank drainage case studies
  • Learn about computational fluid dynamics (CFD) tools for modeling
USEFUL FOR

Engineers, physics students, and anyone involved in fluid mechanics or tank design will benefit from this discussion.

emzy168
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Homework Statement
Consider the tank drainage problem in the limit of viscosity dominating the fluid flow. The tank starts with 1 m depth of fluid. After 1 minute, the depth is now 0.5 m. What will the fluid depth h be after 2 minutes?
Relevant Equations
Not sure which equation to use for this!! Is it just 0?
Is it just 0? Confused with this question!
 
Physics news on Phys.org
Not sure which equation to use for this!
What are the options :smile: ?
 

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