Part A-General state of stress berpendicular normal stresses. The Sections of the circle with the axis represent princip

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Part A General State Of Stress Berpendicular Normal Stresses The Sections Of The Circle With The Axis Represent Princip 1 (35.76 KiB) Viewed 19 times

Part A General State Of Stress Berpendicular Normal Stresses The Sections Of The Circle With The Axis Represent Princip 2 (28.85 KiB) Viewed 19 times

Part A General State Of Stress Berpendicular Normal Stresses The Sections Of The Circle With The Axis Represent Princip 3 (34.79 KiB) Viewed 19 times

Part A-General state of stress berpendicular normal stresses. The Sections of the circle with the axis represent principal normal stresses, and 02. The est and lowest points on the circle represent es with the maximum in-plane shear stress, which is also the radius of the cirde Construct Mohr's circle for the state of plane stress shown (Figure 2), using the normal stress in the direction for the reference point Note the positive axes' labels, center C, reference point and radius R. You will be asked to mark these one at a time. Express the radius to two decimal places. View Available Hint(s) re < 2 of 4 > y 10 ksi No elements selected 20 6 ksi 10 16- 14 15 ksi 12 116
also the radius of the circle Part B -Zero normal stress in one direction 3 of 4 > Construct Mohr's circle for the state of plane stress shown (Figure 3), using the normal stress in the direction for the reference point Note the positive axes' labels, center C, reference point A, and radius R. You will be asked to mark these one at a time. Express the radius to two decimal places. ► View Available Hint(s) 3 ksi 8 ksi X st No elements selected 4 Pearson
Part C-Zero shear stress ar normal stresses. The the circle with the axis represent mal stresses, 01 and 02. The est points on the circle represent maximum in-plane shear stress, also the radius of the circle Construct Mohr's circle for the state of plane stress shown (Figure 4), using the normal stress in the direction for the reference point Note the positive axes'labels, center C, reference point A, and radius R. You will be asked to mark these one at a time. Express the radius to two decimal places. View Available Hints) 4 of 4 $ y A12 ksi 16 No elements selected 4 3 ksi X 10