A compressed liquid is a cylinder that has a volume of 0.400 m ^ 3 at 70Pa and a volume of 0.396m ^ 3 at a pressure of 140Pa. Determine the modulus of volumetric elasticity. PREGUNTA 2Un líquido comprimido es un cilindro tiene un volumen de 0,400 m³ a 70 Pay un volumen de 0,396 m3 a la presión de 140 Pa. Determine el módulo deelasticidad volumétrica.V'7 000 Pa8 000 Pa9 000 PaO 5 000 Pa

Answered: Image /qna-images/answer/7a62ba14-9a33-4a47-99ad-1a3022533ed4.jpg

Answered: A compressed liquid is a cylinder that…

A compressed liquid is a cylinder that has a volume of 0.400 m ^ 3 at 70Pa and a volume of 0.396m ^ 3 at a pressure of 140Pa. Determine the modulus of volumetric elasticity.

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

Eight kilometers below the surface of the ocean the pressure is 81.4 MPa. Determine the density of sea water at this depth if the density at the surface is 1087 kg /m^3 and the average bulk modulus of elasticity is 2.87 GPa. show illustration
A solid plastic rod has a diameter of d = 21 mm and a length of L = 600 mm. An axial load of P = 24 kN is applied to the rod as shown. The elastic modulus is E = 2.6 GPa and Poisson's ratio for this material is v=0.37. Determine the magnitude of the change in the rod diameter Ad for the given load. tel Answer: Ad= i Ja ↑ L mm
A steel rectangular block, a = 2.4cm wide and b = 1.2 cm deep, is subjected to an axial tensile load as shown in the figure. Measurements show the block to increase in length by x=7.11×10-5m (initial length=10cm) and to decrease width by 8 z = 0.533×10-5m, when P is 45 kN. Calculate the modulus of elasticity and Poisson's ratio for the material. P
8. A block of ice float in the sea as shown in the -3 figure below. The density of sea is 1.2 gr cm¯ and density of ice is 0.9 gr c-3. The volume of x ice in sea water = ....... X the volume of ice in the air. Density of sea (Psea) = 1.2 gr -3 cm Gunung es
A material has a stress-strain relationship that can be approximated by the equation 3 € = 0.3 × 10-¹6 × ³ where the stress is in psi. Find the secant modulus and the tangent modulus for the stress level of 50,000 psi.
Solution.
Solve the following
A closely coiled helical spring made of 10mm diameter steel wire has 15 coils of 100mm mean diameter. The spring is subjected to an axial load of 100 N. For a modulus of rigidity of 8.16×104 N/mm², find the stiffness of the spring.
Please solve it fast.
A crane chain having an area of 7.25 cm² carries a load of 15 kN. As it is being lowered at a uniform rate of 50 m per minute, the chain gets jammed suddenly, at which time the length of chain unwound is 12 m. Estimate the stress induced in chain due to sudden stoppage. Neglect weight of chain. Assume E = 2.1 x 105 N/mm².
Q. A bar 500 mm long and 30 mm in diameter hangs vertically and has a collar securely attached at the lower end. Find the instantaneous stress induced in the bar and its corresponding extension when a weight of 150 N falls on the collar from a height of 60 mm. What percentage error in the stress induced will result if extension of the bar is neglected. Take E 2x 105 N/mm².
At the proportional limit, a 45 mm wide by 9 mm thick bar elongates 2.5 mm under an axial load of 49.8 kN. The bar is 1 m long. If Poisson's ratio is 0.3 for the material, determine: (a) the modulus of elasticity. (b) the proportional limit. (c) the change in each lateral dimension. Answers: (a) The modulus of elasticity E = (b) The proportional limit OPL= i (c) The change in width= i The change in thickness= i i mm. mm. GPa. MPa