A thin rectangular plate is uniformly deformed, as shown. Determine the shear strain yy at P. Assume a = 1010 mm, b = 890 mm, c = 1.4 mm, and d = 1.1 mm. R Answer: Shear strain yy = i prad.

Q: In (Figure 1), σy Figure = 49.1 MPa. Determine the principal stresses. Specify the orientation of…

A: Step 1: Step 2: Step 3: solution is given above Step 4:

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Q: A thin rectangular plate is uniformly, deformed, as shown. Determine the shear strain Yxy at P.…

A: Solution: The shear strain of the thin rectangular sheet in the y-direction can be obtained using…

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Q: Assume if the shear stress in steel exceeds about 4.00 x 108 N/m² the steel ruptures. (a) Determine…

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Q: Two solid cylindrical rods (1) and (2) are joined together at flange Band loaded, as shown. The…

A: ANSWER :- As in question normal stress is asked and can be calculated as force/area. Area of rod 1…

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Q: The strain components εx, εy, and γxy are given for a point in a body subjected to plane strain.…

A: Given: εx=0 μεεy=350 μεγxy=210 μrad -45o≤θp≤+45o

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Q: The stress - strain relationship become nonlinear in the elastic region. O True O False O O

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Q: A square steel plate has area Im² and thickness 5 cm. The bottom edge is fixed. A tangential force…

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Q: Problem 1: A cold drawn C-1025 steel rod of circular cross section is subjected to a variable…

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Q: x. 7 A steel wire having cross-sectional rea 2 mm² is stretched by 10 N. Find the ateral strain…

A: Given- A=2mm2=2×10-6 mF=10 NY=2×1011 N/m2σ=0.29 To find- Lateral strain=?

Q: Ex. 13: A cube of side 5 cm each whose upper face is displaced by 0.65 cm due to a force of 0.25 N.…

A: We need to compute-(i) Shearing stress=?(ii) Shearing strain=?(iii) Modulus of rigidity=?The data…

Q: A thin rectangular plate is uniformly deformed, as shown. Determine the shear strain yy at P. Assume…

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Q: R [6r – (4)a a Find the maximum velocity for the velocity profile shown here (an expression based on…

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Q: An axial load Pis applied to the rectangular bar shown. The cross-sectional area of the bar is 216…

A: Answer: Normal stress,  σ =2.73×108 N/m2 Shear stress,  τ =1.51×108 N/m2

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Q: A bending moment of M=15kNm is applied to the beam in the figure with the notches below and a hole…

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Q: Member BC has a square cross section. The diameter of the pins at A and B are 3 cm and 2 cm…

A: Force intensity calculation.