Question 2 (2 points) element is subjected to plane stresses that generate the Mohr's circle shown....
Question 5 (2 points) An element is subjected to plane stresses that generate the Mohr's circle shown. Mohr's Circle 0%.(ksi) TCL ( ksi) The maximum principle stress is most nearly what 3.2 ksi -6 ksi 4.7 ksi Not enough information provided TCL
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...
Mohr's Circle: For the state of stress shown below, sketch the plane stress Mohr Circle on a graphing paper (to scale and using drawing instruments). Staple it to this coversheet. 10 ksi 20 ksi In the space below sketch the element showing the principal planes and the principal stresses (remember to show the angle the element makes with either the X or the Y axis) In the space below sketch the element showing the maximum in-plane shearing stresses, associated normal...
Q2: (10 points) Consider the Mohr's circle (shown to the right) for an element. The principal stresses or element related to this plot occur at an orientation 40 degrees C.C.W. from the initial stress configuration (original x,y axes) (a) Determine the principal stresses (b) Determine the initial stress configuration (c) Determine the maximum shear stress magnitude and the angle it occurs at relative to the initial stress configuration. 55 ksi -5 ksi
please help me solve this whole mechanical design
problem
thanks
Q3. (30 points) For the state of plane stress shown, Stresses, σ. σ2 (b) the orientation of the principal stresses, s, (c) the maximum in plane shearing stress, Tmar and (d) its orientation, p. (e) the normal stress at the plane of maximum shear stress, (1) sketch of the rotated plane element for the principal stresses and the rotated plane element for maximum shear stress similar to figure 1, below...
(17 Marks) 0.2. The state of plane stress at a point is shown on the element in the figure below. 50 MFa 1. Construct its representative Mohr's circle and specify its reference line. 2. Determine the orientation of an element at this point and subjected to the principle stresses. Show the result on the element. 40 SMPa 70 MPa 3. Determine the equivalent state of stress for an element oriented 20 clockwise from the element shown. Show the result on...
your Consider the element in plane stress as shown below. () (2 points) Draw corresponding Mohr's circle coordinate axes with appropriate labels, center point A. radius of the circle (1) (3 points) Using the Mohir's circle, find the magnitude of the principal stresses and principal directions. Show them on a sketch of a properly oriented clement (c) (3 points) Using the Mohr's circle, find the magnitude of the maximun shear stress and associated normal stresses Show them on a sketch...
Problem 2 (20 pts): Mohr's Circle Use the Mohr circle shown on the right to answer the questions below. 20 B (a) Determine the state of stress (Ox, Oy, Txy) [ksi] depicted in the drawing of Mohr's circle. (b) Find the principle stresses (01, 02) [ksi] and the respective angles of principle stress (Opl, Op2). (c) Calculate the maximum shear stress (Tmax) [ksi] and the angles of maximum shear stress (Os1, 0:2). -20 20 40 60 02 0 01 [ksi]...
20B Problem 2 (20 pts): Mohr's Circle Use the Mohr circle shown on the right to answer the questions below. (a) Determine the state of stress (0) Tv) [ksi] depicted in the drawing of Mohr's circle. (b) Find the principle stresses (1, 0) [ksi) and the respective angles of principle stress (pl. 0p). (c) Calculate the maximum shear stress (Tmax) [ksi) and the angles of maximum shear stress (0...0.2). -20 20 40 60 T2 0 1 20p -20 A
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...