In Figure below if a metlic cube of a 12 inch side length weighing 46 kg, floats at a two layer fluids mercury and sea water. Determine the position of the block at mercury- water interface when it has reached equilibrium. (mass density of sea water = 63.92623 Ib/ft) and for mercury = 845 lb/ft'). Sea water 12 in, Menury

In Figure below if a metlic cube of a 12 inch side length weighing 46 kg, floats at a two layer fluids mercury and sea water. Determine the position of the block at mercury- water interface when it has reached equilibrium. (mass density of sea water = 63.92623 Ib/ft) and for mercury = 845 lb/ft'). Sea water 12 in, Menury

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

An aluminum block (SG=2.5) has a dimension of 0.29 m x 0.29 m x h meters. It is floating in mercury (SG=13.6) and the submerged height of the block is 0.85 m. Determine the weight (kN) of the block.
In Figure below if a metlic cube of a 12 inch side length weighing 46 kg, floats at a two layer fluids mercury and sea water. Determine the position of the block at mercury- water interface when it has reached equilibrium. (mass density of sea water = 63.92623 Ib/ft?) and for mercury = 845 Ib/ft³). %3D Sea water 12 in, Cube Mercury nrisa In
1500 KN 800 mm 70 mm d) Determine the new thickness of the bar in mm e) Determine the percentage change in the total volume of the bar 100 mm 1500 KN
3Q. At normal atmospheric conditions, approximately what pressure in MPa must be applied to water to reduce its volume by 3%? (Take Ey= 320,000 psi at normal atmospheric conditions)
A sound wave is observed to travel through a liquid with a speed of 1290 m/s. The specific gravity of the liquid is 1.5. Determine the bulk modulus for this fluid. EN = N/m²
Compute the kinematic viscosity of a R ft long model of ship when the prototype ship length is 500 ft and is travelling with a speed of 20mile per hour in an ocean whose viscosity is 1.2 cP and specific weight is 64 lb/ft3 . Keeping in mind to satisfy the condition that both the Reynolds number and the Froude number should be same. (R is 39)
9.45 A sphere of diameter D and density p, falls at a steady rate through a liquid of density p and viscosity . If the Reynolds number, Re=pDU/μ, is less than 1, show that the viscosity can be determined from u gD²(p. - p)/18 U.
Civil Engineering In the figure below, calculate the seepage from the bottom of the pond and the head at the interface between the two materials? 8 m 3 m K=1x 105 m/s S, = 0.12 1m K=1x 10° m/s S=1 x 105 Om
Find the smallest value of P for which the 400-lb crate in the figure below will be in equilibrium in the position shown.
1.3 A liquid at 20°C has a relative density of 0.80 and a kinematic viscosity of 2.3 centistoke. Determine its (i) unit weight and (ii) dynamic viscosity in Pa.s.
asap 15 mins
A liquid has an absolute viscosity of 2.231025 Ib-s/ft?. It weighs 45 Ib/ft. What is its kinematic viscosity?