How does the viscous force of the liquid affect momentum in this problem?

AI Thread Summary
The discussion focuses on the impact of viscous forces on momentum in a specific problem involving a cone submerged in a liquid. Participants highlight the importance of applying conservation of momentum while considering the viscous force acting over the cone's surface area. Calculus is suggested as a necessary tool for analyzing changes in momentum due to these forces. Clarification is sought regarding whether the variable M in the relevant equation represents mass or momentum. Understanding macroscopic momentum balances is also emphasized as a key component of the analysis.
TeddyLu
Messages
8
Reaction score
0

Homework Statement


Please see attached file for problem statement

Homework Equations


ΣM = Min - Mout = 0

The Attempt at a Solution


I have tried using the equation of conservation of momentum on this problem but I'm getting stuck at how the viscous force of the liquid is playing a role in this problem. In addition, would I take in affect that the force of the liquid that is applied on the cone is applied throughout the whole area of the cone, therefore, meaning that I need to find the area of the surface of the cone that the liquid is acting upon?
 

Attachments

  • Problem.PNG
    Problem.PNG
    16.4 KB · Views: 454
Physics news on Phys.org
You need to use calculus to do the change in momentum.
 
Are you learning about macroscopic momentum balances in your course? In your relevant equation, does M stand for mass or for momentum?
 
Back
Top