ELEMENTARY PRINCIPLES OF CHEM. PROCESS.
ELEMENTARY PRINCIPLES OF CHEM. PROCESS.
4th Edition
ISBN: 9781119249214
Author: FELDER
Publisher: INTER WILE
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Chapter 2, Problem 2.15P
Interpretation Introduction

Interpretation:

To derive a formula for ρf in terms of ρs, R and h/H.

Concept introduction:

According to Archimedes’ principle, both the masses that is the mass of fluid displaced by the body and mass of the floating body is similar to each other.

To obtain mass of the fluid displaced by the object:

  1. Total volume of the right-circular cone is:
  2. Vcone=πR2h3

  3. Volume of the cone that floats on water is

V'=πr2h3

where, h is height of the cone that is not submerged and r is the radius at the surface of the water.

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A right circular cone of base radius R, height H, and known density ρs floats base down in a liquid of unknown density ρf . A height h of the cone is above the liquid surface. Derive a formula for ρf in terms of ρs, R, and h/H, simplifying it algebraically to the greatest possible extent. [Recall Archimedes’ principle, stated in the preceding problem, and note that the volume of a cone equals (base area)(height)/3.]
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