бхбу0TxyστTxyOyIn the diagram above, σ = 100 MPa, σ₁ = −27 MPa,, and Try = 40 MPa. Let each rotated plane within the stress cube be labelled by the angle that it makes relative to the original & plane. For thisstress state, there is a set of planes which are in compression (σ < 0), and the corresponding values satisfy min < 0 < 0 max. If 0 is normalized to fall on [0°, 360°), what are the values of 0 min and @max?OminӨтахо

Answered: Image /qna-images/answer/08a4a0e1-70db-4668-b7d5-45612ed78b5c.jpg

бх Oy Txy στ Txy бу In the diagram above, σ = 100 MPa, σy = -27 MPa,, and Tzy = 40 MPa. Let each rotated plane within the stress cube be labelled by the angle that it makes relative to the original a plane. For this stress state, there is a set of planes which are in compression ( < 0), and the corresponding values satisfy 0min < 0 < 0 max. If is normalized to fall on [0°, 360°), what are the values of min and @max ? Omin Omax

бх Oy Txy στ Txy бу In the diagram above, σ = 100 MPa, σy = -27 MPa,, and Tzy = 40 MPa. Let each rotated plane within the stress cube be labelled by the angle that it makes relative to the original a plane. For this stress state, there is a set of planes which are in compression ( < 0), and the corresponding values satisfy 0min < 0 < 0 max. If is normalized to fall on [0°, 360°), what are the values of min and @max ? Omin Omax

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

step-wise solution please
(3) The cantilever bar as shown on next page is made of a brittle material. At D, Fx-300 lb. F-250 lb, and F-100 lb. Determine the precise location of critical stress element at the cross section at A. Determine the magnitude for each of the stress components considering the stress concentration at A. Find the principal stresses and the maximum shear stress at this location. 2 in 1-in dia. -in R. 12 in
Determine the load that can be applied at the end of the rigid bar if the stressin either spring shown in the figure shall not exceed 200MPa. Present detailed drawings/FBD’s illustrating your solution.
The state of stress at a point under plane stress condi- tion is o = 20 MPа, о, = 50 MPa and t = 20 MPa. ху Radius of Mohr's circle representing the above state of stress (in N/mm?) is
When there is a plane stress condition as shown in the figure, display this stress in the form of the maximum in-plane shear stress and the corresponding average vertical stress.
Plz solve correctly
2. The following handle is loaded at points B and C, as shown below. 0.8 m 40 mm 0.4 m If the force P = 20F, and the material of the handle has Sy = 250 MPa: a. Show the stress state at element A. b. Using the distortion energy theory, find the maximum force F that guarantees a safety factor of 1.4.
Attempt only if you are sure.
سنل
Solve correctly please.
The state of stress at a point in a component is ox = -14 ksi, oy = -20 ksi, Txy-4 ksi. Sketch the state of stress at the point in x-y and the calculate the principal stresses and the magnitude of the maximum shear stress. OA = ksi OB ksi Magnitide of tmax ksi %D
P= 200 lbs |=2" T 250 in-Ibs Qt. DRAW STRESS STATES いITH A SQLARE ECEMENT エN xY AXES Label with stress values Q2 DRAW MOHR'S CIRCLE AT A Q3.CALCULATE PRINCIPAL STRESSES AND DRAW THE PLANE FoR ri$ a IN THE SCHEHATIC Draw element rotated to principal planes and label with stress values and rotation angle