TEST YOUR UNDERSTANDING! A rectangular block is subjected to a triaxial loading consisting of three uniformly distributed forces as shown. If v = 0.3 and E= 0.5 GPa, compute the change in volume of the block. The length of side along x is 3 m, side along y is 4 m and side along the z-axis is 5 m. Also, determine a single distributed loading in the x-direction that will produce the same z deformation as the original loading. Note that there is another P₂ applied at the back for equilibrium in the original loading shown. Px=200 kN Pz 220 kN Py=160 kN Py=160 kN (TYU 2-3) Px 200 kN Answer to Test your understanding box change in volume = 9.1208 x 104 m³ (decrease); single equivalent force along x = 1208.8889 KN, T

TEST YOUR UNDERSTANDING! A rectangular block is subjected to a triaxial loading consisting of three uniformly distributed forces as shown. If v = 0.3 and E= 0.5 GPa, compute the change in volume of the block. The length of side along x is 3 m, side along y is 4 m and side along the z-axis is 5 m. Also, determine a single distributed loading in the x-direction that will produce the same z deformation as the original loading. Note that there is another P₂ applied at the back for equilibrium in the original loading shown. Px=200 kN Pz 220 kN Py=160 kN Py=160 kN (TYU 2-3) Px 200 kN Answer to Test your understanding box change in volume = 9.1208 x 104 m³ (decrease); single equivalent force along x = 1208.8889 KN, T

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

Problem 2. Each segment of bar ABC has length L. and shear modulus G and both segments have solid circular cross sections. Torque per unit length t(x) is applied between points B and C. The diameter of segment AB varies linearly from 2d at point A to d at point B. In terms of the given quantities, a) Find the torques at A and C. b) Find the twist angle os at point B. G 2d A -L d B G *(x) = to (²=²) ² C to x
Try One scene 7 of 7 The bar has a 90 mm by 20 mm rectangular cross section. If P = 80 kN, determine the force components perpendicular (N) and parallel (V) to a – a, the inclined surface area, and the normal and shear stress magnitudes acting on surface a – a. 90 mm 62° a N kN kN Aa-a mm2 P = 80 kN MPa MPа Try one 1st 2nd 3rd Enter attempt
Problem 1 A rectangular steel block is 4 inches long in the x direction, 3 inches long in the y direction, and 4 inches long in the z direction. The block is subjected to a triaxial loading of three uniformly distributed forces as follows: 48 kips tension in the x direction, 60 kips compression in the y direction, and 54 kips tension in the z direction. If v = 0.30 and E = 29 × 10° psi, determine the single uniformly distributed load in the x direction that would produce the same deformation in the y direction as the original loading. Note provide a diagram/figure.
Please show the formula used and free body diagram A rectangular steel block is 4 inches long in the x direction, 3 inches long in the y direction, and 4 inches long in the z direction. The block is subjected to a triaxial loading of three uniformly distributed forces as follows: 48 kips tension in the x direction, 60 kips compression in the y direction, and 54 kips tension in the z direction. If ν = 0.30 and E = 29 × 106 psi, determine the single uniformly distributed load in the x direction that would produce the same deformation in the y direction as the original loading.
The cable carrying three 400-N loads has a sag at C of hC = 14 m. Calculate the following: 26.1 The magnitude of the tensile force in segment AB is Blank 1 N. 26.2 The magnitude of the tensile force in segment BC is Blank 2 N. 26.3 The magnitude of the tensile force in segment CD is Blank 3 N. 26.4 The magnitude of the tensile force in segment DE is Blank 4 N.
Consider the two bars of identical material with their elastic modulus E as shown in Figure below. Both bars have the same circular cross-section with diameter of d. The length of the longer bar is 2L and the length of the shorter bar is L. The angle between the bars is B. The system is subjected to a vertical force acting at point Pas shown in the figure with a magnitude of F. Calculate horizontal and vertical components of the displacement of point P. Use engineering notation (ENG display mode on scientific calculators) with 3 significant figures after the decimal point. E (psi) 1.50E+06 d (in) 1.25 L (in) 12 Beta (degrees) 30 F (Ibf) 110 F P L 2L
TEST YOUR UNDERSTANDING! Problem 1 Four wires support the rigid members CD and AB. If a 500-lb load is applied at point I, determine the angle of tilt of AB and the displacement of point A. The members were originally horizontal, each wire has a cross-sectional area of 0.5 in² and E = 29 x 106 psi. (Taken from Hibbeler, 2015) Follow these questions for your solution: 1. Draw the FBDs of bar CD and bar AB. What are the forces in the wires? Problem 2 The horizontal rigid bar is supported by bars A and B and a pin support. If the system is loaded by P₁ and P2, what would be the vertical displacement of the point of application of P₁? Follow these questions for your solution: 1) Draw the FBDs needed. What is the normal force in bar A? in bar B? 2) Draw the deformation diagram. What compatibility equation would you use to determine the displacement of the point of application of P₁? How did the horizontal bar tilt? Answer to Test your understanding box 1 Problem 1: E Problem 2: D THA 1.8 ft…
Consider a steel cube with side length L and each of its faces normal to the orthogonal axes x, y, and z as shown below. If the cube is subjected to a constant tensile force T along the x-axis and the faces along the y- and z- axes are left free and unsupported, which of the following best describes what is expected to happen? Z Select one: O A. The cube will expand along the x-axis and compress along the y- and z-axes. B. The cube will expand along the x- and y-axes and will not deform along the z-axis. O C. The cube will expand along the x-axis and will not deform along the y- and z-axes. O D. The cube will compress along the x-axis and expand along the y- and z-axes.
2 B 2