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- 5. A hollow cylinder has length 50.0 cm, internal diameter 5.0 cm and external diameter 6.0 cm. A force of magnitude 1.0 kN acts at each end of cylinder so that the cylinder is being compressed. Determine the compression of cylinder. (Ynollow cylinder = 7 x1010 Nm-2) [8.27 x10-6 m] 6. The water in a marine aquarium is 5 m deen.(Solid Mechanics) This finite element model is composed of 4 linear bar elements, each with a cross section of 10 mm² and material properties (E = 6 GPa, v=0.3). A weight of 200 N is applied and the nodes are named as shown below. (1) Compute the reaction forces. (2) What are the reaction forces when the weight is tripled to be 600 N? Find the solution without repeating the FEA. Explain why you can get the quick answer.Q3/ A patient who suffers from a problem in the knee joint and needs a joint replacement. As a Biomaterials engineer, you have three metal materials, any of these materials in the table 1. you prefer for the replacement process with mentioning the reason. If you know that the joint is exposed to compression resistance resulting from the weight of the person, and the load applied on the joint is 80 kg, with a cross-sectional area of 40 mm Table 1. The materials properties Materials Compressive strength (Mpa) Туре I 17.6 Туре II 30.2 Туре I 6.5
- Helical spring with mean diameter (Dm=30mm) and manufactured from wire with diameter (d=3mm). if the shear stress of spring material (r-300 MN/m²), axial deflection (8=30mm) and the modulus of rigidity (G =84 GN/m?). Determine: The external force (F). The number of active coils (n). 1. 2.Q2/ In the nucleus pulposus of an intervertebral disc, the compressive load is 1.5 times the externally applied load. In the annulus fibrosus, the compressive force is 0.5 times the external load. What are the compressive loads on the nucleus pulposus and annulus fibrosus of the L5-S1 intervertebral disc of a 90 kg man holding a 50 kg weight bar across his shoulders, given that 63% of body weight is distributed below the disc?The spring constantContext You do an internship in a mechanical component characterization company for your engineering degree. You are currently working on determining the spring constant of industrial springs. To do this, you measure the elongation of springs placed on a graduated inclined plane, to which you attach masses. Constraints One end of the spring is attached to a hook at the top of the inclined plane and the other end is attached to a mass.The spring is parallel to the plane, and the force it exerts on the mass is also parallel to the plane.The angle of inclination of the plane is known, as well as its uncertainty.There is no friction between the plane and the mass.The natural length of the spring and its uncertainty are known.By hooking a known mass (m ± delta m), you measure that the spring now has a length (L ± delta L).We use the value g=(9.81 ± 0.01)m/s^2 for our calculations. Schematization Draw a diagram of the object that interests us. Draw your x and y axes. Draw…
- An intersting thing happens when springs systems have no attachments to the outside. Consider the following free system. with spring constants c = Assume down is the positive direction. Write the elongation matrix. A = » Free Displacements. • Balanced Forces Final Comments.= 73,0 GPa As = 1500 mm ² ) rod and a brass (Eg = 100 G+Pa t are stress-free and and AB = 2000mm²) rod. At 25°C, The rods of 1.00mm exosts between them. дар expansion If the coefficrear of thermal as of = 14 [106 m/m'c] that of brass a f = 11 [10° ⁰ m/m²c], A Temperature increased to 350°C.. a A Stech | E₁ kuhat is intermidate Temperature (umt°C) that system must be taken to in order to clase the of 1.00mm? A it Steel 1.00mm → K B Brass 1.50000m. for steal is taken as and 1.0 ME the gap 15Force F- (4i - 2j + 7k) kips acts at point C. A(0,7,7)ft C(7.0,0)t fB(8,8,0)n Resolve force F into components parallel and perpendicular to the following lines. (Enter your answers in vector form in kips.) (a) a line that passes through points A and B kips F -( kips (b) a line that passes through points A and C F, - (L kips kips (c) a line that passes through points B and C F, -(| kips kips
- the spring LAB, KABLS unkmeen. what would be the st AB 23:40 ON l 21% l You Just now The two springs (AB) and (ACI are shown in figure a below. in their orieinal unstretched poscon. After e applica of a force F the stretched pasition is shawn in fuure ibi ed of spring (ACACI= 200 tt he sie 3 ftThe bar of negligible weight is supported by two springs each having a stiffness 180 N/m The springs are originally unstretched, and the force is vertical as shown ( Figure 1) Figure C 30 N Im B 2m Part A Determine the angle the bar makes with the horizontal, when the 30-N force is applied to the bar Express your answer using three significant figures. VAX Submit Request Amer Return to Assignment vec Provide feedback ?R10 O Reaction Points 84 cm Loading Points Area = 1594 cm^2 W/2 W/2 54 cm L1=27 cm Figure 2. Skateboard dimensions and loading conditions. Loading conditions Weight of a skateboarder, W 90 kg Load case: Calculate Bending and twisting moment, Ms, Mxy Use Tsai-Wu failure criterion for selection of relevant laminate design. Specifically, the core materials failure is free of any failure; therefore, it can be analyzed based on maximum strain failure criterion with =0.1. D3D20 cm