Problems 27, 28, & 29 The stress on an element is shown 8 ksi 10 ksi...
Problems 27.28. & 29 The stress on an element is shown 8 ksi 10 ksi ksi Problem 27 Which Mohr's Circle correctly describes the state of stress? (b) (c) - 10 ks 10 si 1S ksi ܕ݁ܫܶ10_ܕ݁ܬ݁: ܙ ܕ݁܀ ܕ݁ܝܺܬ݁10- -10 -5 ks O Sesi BOL --10 --10 -10 o (ksi) O o Oksi) (ksi) 5 3 5 10 -10 -10 T T (ksi) T (ksi) (d) None of the above Problem 28 Determine the maximum in-plane shear stress. a)...
The given State of Stress is provided, the stresses are as follows: • ox= 15 KSI oy= 10 KSI • txy = 8 KSI Part 1 - For the state of stress described above: A. Draw the Mohr's Circle B. Determine the Radius of the Circle C. Find the coordinate Ō of its center D. Principal Stresses Plot all results above on the Mohr's Circle created under part A. Part 2 - Determine the following: A. Maximum In-Plane Shear Stress...
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
Problem 5: (a) Draw the Mohr's circle for a state of plane stress shown. (b) What are the principal stresses at point A? (c) What is the maximal shear stress? (d) What is the principal angle? 9 ksi 24 ksi 16 ksi
. Consider the element shown. Determine the state of stress with respect to an element oriented 22.5° CCW with respect to the element shown. (b) Find the principal stresses. (c) Find the principal planes. (d) Find the maximum shear stresses. (e) Find the maximum shear-stress planes. (f Sketch all the above stresses on appropriately oriented 560 kPa 2100 kPa planes using a ray diagram. 300 kPa (g) Draw Mohr's circle for the element and indicate items (a) - (e) on...
please help me solve this whole mechanical design
problem
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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...
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...
Please draw each point
PROBLEM 4 (25%) Given the following state of stress, 20 ksi 16 ksi 8 ksi Given the following state of stress, using the Mohr's circle: Determine the principal normal stresses and show their sense on a properly oriented element, “PRINCIPAL STRESS”. Show stress invariance with the original stress condition. Find the maximum shear stress with their associate normal stresses and show the results on a properly oriented element, "MAX SHEAR STRESS”. Show stress invariance with the...
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
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]...