Consider the beam and loading shown. Knowing that d = 1.19 in. and E = 29 × 106 psi, determine the magnitude and location of the largest downward deflection. (Round the final answers to three decimal places.)  The location of the largest downward deflection is xm = in. The magnitude of the largest downward deflection is in. ↓.

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3(a). Both portions of the rod ABC are made of an aluminum for which E= 60 GPa. Knowing that the magnitude of P is 3 kN, determine (a) the value of Q so that the deflection at A is zero, (b) the corresponding deflection at B. Figure 3 1.5mm diameter 1.0⁰m 50-mm diameter WSTE

The cantilever beam AB will be installed so that the 60-mm side forms an angle β between 0 and 90° with the vertical. The 660-N vertical force P is applied at the center of the free end of the beam. Determine the value of β for which the normal stress at point a is a maximum and the corresponding value of that stress. (Round the final answer to two decimal places.)

The rectangular tube shown is extruded from an aluminum alloy for which σY= 40 ksi, σU= 60 ksi, and E= 10.6 * 106 psi. Neglecting the effect of fillets, determine (a) the bending moment M for which the factor of safety will be 3.00 and (b) the corresponding radius of curvature of the tube

Both portions of the rod ABC are made of an aluminum for which E = 69.9GPA. Knowing that the magnitude of Q is 32314 N, m = 0.37 m, and n = 0.54 m, determine the value of P (in N) so that the deflection at A is zero. Express your answer in four decimal places. ... A 20-mm diameter 60-mm diameter

The beam is made of four aluminium plates welded together as shown in Figure 1. Knowing that E = 65 GPa and neglecting the effect of the fillet. i. An engineer has been asked to change the material of the beam from aluminium to bronze, having ultimate normal stress 600 MPa, and E = 100 GPa. The design of the beam will remain as per Figure 1. Determine the maximum bending moment M that can be applied from which the factor of safety will be 2.5.

The rod ABC is made of an aluminum for which E = 71.86 GPa. Knowing that P = 7.72 kNand Q = 48.58 kN,determine the deflection (in μm) of point A if y = 0.48 and z = 0.59.  Round off the final answer in three decimal places.