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The figures are drawn and uploaded appropriately.
Draw the corresponding stress cube for both the stress tensors shown in Figure Q2A, part (1)...
A unit cube as shown in Figure Q1 is undergoing the transformations described in (i) and (ii) respectively. Sketch the resultant object with coordinates of each vertex after each transformation. (a) Z (0,1,1) (1,1,1) (0,0,1) (1,0,1) (0,0,0) (1,1,0) (1,0,0) Figure Q1 Transformation (i) (6 marks) 1. A Uniform scale by a factor of 2 2. Followed by a rotation about the-axis in counter-clockwise direction by 90 degrees 3. Followed by a transformation moving in the direction of < 2, 1,...
01. Answer both parts of this question. Part-1 2D Rigid Body Dynamics The machine shown in Figure Q1a comprises an arm AB attached to a rotating joint at point A, which can also be elevated by a hydraulic ram. The arm has mass 100 kg and moment of inertia IG = 10 kgm about mass centre G. A fixed x-y frame is shown with its origin at point A. At the instant shown, the arm is in the horizontal position...
Please help me thanks. A horizontal pipe is shown in the figure below. At the inlet (Point 1), the radius of the pipe is 4 cm and the velocity profile is given by: V = 16- y2 cm/s. At the outlet (Point 2), the radius is 2 cm and the velocity changes to a uniform profile, as shown in the figure. If the viscosity of the liquid inside the pipe is 0.07 [Pa s] and its density is 1030 kg/m3,...
A horizontal pipe is shown in the figure below. At the inlet (Point 1), the radius of the pipe is 4 cm and the velocity profile is given by: 16-y2 cm/s. At the outlet (Point 2), the radius is 2 cm and the velocity changes to a uniform profile, as shown in the figure. If the viscosity of the liquid inside the pipe is 0.08 [Pa 8) and its density is 990 kg/m3, calculate: U= y y= 16 - y2...
please draw and solve show every thing details “” Question 3 128 Marks 2 rectangular beam shown in the figure is subjected to a fluctuating axial force. It fluctuates between 5 kN and 15 kN keeping its direction. The beam is to be machined to the dimensions shown in the figure with a transvers hole of diameter d-14 mm/ Material of the beam is AISI 1040 CD steel (S-590 stress concentration factor as 2.2. K Pa, Sy 490 MPa). Take...
b) A 6 metre long beam is supported at both ends as shown in Figure 1. QA1. Assuming that E and I are constant over the beam’s length, determine the following: i- Reaction force at point A ii- Reaction force at point B iii- Develop the moment expression for the beam. iv- Calculate the deflection at the location of the vertical force (15 kN) (point C). [16 marks] answer to both questions if possible please a) Describe the main advantage...
(a) A cube of concrete 100 mm on each edge is compressed in two perpendicular directions by forces P = 67 kN. Determine the change AV in the volume of the cube and the total strain energy U stored in the cube assuming E = 26 GPa and V = 0.1. (b) For the given state of stress shown (Fig. Q1b), determine: (i) The principal stresses. (ii) The corresponding principal planes. 48 MPa 16 MPa 60 MPa Fig. 21(b) Page...
(a) A cube of concrete 100 mm on each edge is compressed in two perpendicular directions by forces P = 67 kN. Determine the change AV in the volume of the cube and the total strain energy U stored in the cube assuming E = 26 GPa and V = 0.1. (b) For the given state of stress shown (Fig. Q1b), determine: (i) The principal stresses. (ii) The corresponding principal planes. 48 MPa 16 MPa 60 MPa Fig. 21(b) Page...
I will rate, thank you! A horizontal pipe is shown in the figure below. At the inlet (Point 1), the radius of the pipe is 4 cm and the velocity profile is given by: v = 16- y2 cm/s. At the outlet (Point 2), the radius is 2 cm and the velocity changes to a uniform profile, as shown in the figure. If the viscosity of the liquid inside the pipe is 0.01 [Pa s) and its density is 900...
Q2. The state of stress on the surface of part of an engineering component is shown in Fig. 22. 94 MPa 51 MPa 25° 63 MPa Fig. Q2 - The State of Stress on the Surface of an Engineering Component (a) Using graph paper construct a Mohr's Stress Circle for the element and hence determine the magnitudes of the principal stresses and orientations of the principal planes. Clearly label these features on your diagram and sketch the state of stress...