5) A xy- -3750 kPa Using Mohr's Circle, find the principal stresses and the maximum shear...
Using Mohr's circle determine for the below differential
element:
a) the principal stresses and the plan on which they act. Show
the stresses on a properly oriented differential element. Label all
stresses.
b) the maximum shear stress and the plan on which they act. Show
the stresses on a properly oriented differential element. Label all
stresses.
c) the stresses on a differential element 40 degrees clockwise
from the original element. Show the stresses on a properly oriented
differential element. Label...
Q5: 10-56 Determine the principal stresses and the maximum shear stress using Mohr's circle. The following data sets give the stresses on the initial stress element (ox=300 MPa; Oy=-100 MPa; Txy=80MPa CW). Perform the following operations: (a) Draw the complete Mohr's circle, labeling critical points including 01, 02, Tmax, and Oavg. (b) On Mohr's circle, indicate which line represents the x-axis on the initial stress element. (c) On Mohr's circle, indicate the angles from the line representing the x-axis to...
Draw and use Mohr's circle to determine (a) the principal stresses and (b) the maximum in-plane shear stress and average normal stress. Specify the orientation of the element in each case.
3) A port in a structure is subjected to stresses as follows: ơ,--48 M Using Mohr's Circle, find the stresses acting on an element oriented at a clockwise angle from the x axis. (Problem 7.4-4) Pa·o,-19 MP a, to-0 6 25
3) The stresses at a certain point in the ground are Ox = 210 kPa, 0, = 375 kPa, and Tzx = 75 kPa. Draw Mohr's circle for this point and then compute the following: a) The magnitudes and directions of the principal stresses b) The magnitude and directions of the maximum shear stress c) The normal and shear stresses on a plane inclined 55° clockwise from the horizontal.
Problem No. 5 (Figure 5) Using Mohr's circle determine the following: (i) Maximum principle stresses (σ1 and σ2) (i) Maximum shear stress (Tmax) (iii) Orientation of principle axis (%) (iv) Orientation of Tmax (0s) (v) Determine σ' and σ' for θ 15. clockwise rotation (vi) Sketch the state of stress for case- (ii) (vii) Sketch the state of stress for case- (iv) Figure 5 2 ksi 2 ksi 4 ksi
Problem 3 For the following stress state, draw a Mohr's circle diagram, find the principal stresses and maximum normal stress. Also determine 'clockwise' rotation necessary to achieve o. ax 10 ksi, ay 24 ksi, txy 6 ksi
For the stress state shown, use Mohr's Circle to determine the following: (a) Principal stresses σ1 and σ2, the associated shear stress τx'y', and the element orientation θp. Clearly indicate magnitude and direction. (b) Maximum in-plane shear stress τmax,in plane , the associated normal stresses σx' and σy', and the element orientation θs. Clearly indicate magnitude and direction. (c) Absolute maximum shear stress τmax,absolute · Show all work using Mohr's Circle. If your drawings do not indicate that you used Mohr's Circle appropriately, you...
4. (a) Find the normal and shear stresses on the plane indicated on the element. (6) Sketch Mohr's circle. (b) Determine the principal planes and the principal stresses using Mohr's circle approach. Sketch the results. (25 points) .80 M Pa 120 MPa •40 MPa
When an element is oriented such that it is subjected to maximum in-plane shear stress, the element is also subject to: Average normal stress Undefined normal stress O Maximum normal stress O Zero normal stress Question 43 On Mohr's Circle, the sign convention is: O Positive normal stress to the right, positive shear stress down Positive normal stress to the left, positive shear stress up o Positive normal stress to the left, positive shear stress down o Positive normal stress...