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- A thin ring of mass 2 kg and radius r = 140 mm is held against a frictionless wall by a 125-mm string AB. Determine (a) the distance d, (b) the tension in the string, (c) the reaction at C.Determine the pressure at A in psi gage due to the deflection of the mercury, sp gr 13.57, in the U-tube gage shown in figure.A shaft of 50 mm diameter is made from steel with a density of 7830 kg/m3. The shaft runs between self-aligning bearing 2 meters apart. The modulus of elasticity E is 200 GN/m2. A pulley is mounted at the middle and makes the shaft deflects 2 mm. Calculate the lowest natural frequency of the system.
- Note: Where appropriate, assume that Young's modulus (E) for steel is 200 KN mm-2 and the coefficient of thermal expansion of steel (a) is 0.0000112 per °C. OWN SOLVING AND NOT CHATGPT FOR UPVOTEno. 3 A rigid bar of negligible weight is supported as shown in Fig. P-271. If W = 90 kN, compute the temperature change that will cause the stress in the steel rod to be 45 MPa. Assume the coefficients of linear expansion are 11.7 µm/(m·°C) for steel and 18.9 µm/(m·°C) for bronze.In the beam loaded as shown in the figure, determine R1 and the intensity w kN/m of the other reaction. Show complete solution and FBD.
- Q5) A solid copper rod is of cross-sectional area 15 mm2 and length 2m. Calculate: a)its change in length when its temperature rises by 30oC b)the force needed to prevent it from expanding by the amount in (a). (given: for steel, the coefficient of linear expansion, α = 12 x 10-6 k-1 and young’s modulus is 2 x 1011 Pa) Assume that the proportional limit is not exceeded.Determidetermine the resultant moment about point O shown in the figureReaction at E