3. (a) Using Stress transformation equations, determine the principal planes, the principal stresse the maximum in-plane shear stress and the corresponding normal stress. (b) Solve part (a) using Mohr's circle. 100 MPa 75 MPa 150 MPa
Q: 2 kips 4 kips D. 7B 2 ft - - 6 ft- - 4 ft FIG. P4.15
A:
Q: A DC motor-driven pump running at 100 rpm delivers 500 gpm pf water against a total pumping he 90 ft…
A:
Q: air-standard Brayton cycle the air enters the compressor at 0.1 MPa and 15◦C. The pressure leaving…
A:
Q: The absolute pressure in the tank is found to be 1.206 bar. In the measurement of this pressure a…
A: The absolute pressure in the tank has been determined to be 1.206 bar.A U-tube manometer was used to…
Q: x(1) M = 1 kg K, = 5 N/m fy = 1 N-s/m f(1) = u(t)N K, M f(t)
A:
Q: 180 200 30 Find F and Lacation 令 ocation 200
A:
Q: 10. A hydroelectric power station is required to generate a total of 4.2 MW from a number of…
A:
Q: 5.16 The box beam is made by nailing four 2-in. by 8-in. planks together as shown. (a) Show that the…
A:
Q: A disk with radius of 0.8 m is rotating counterclockwise with an angular velocity of by w = (t2 + 3t…
A:
Q: Draw the neat sketches (by hand) of solid and liquid rocket systems separately. Label various…
A: Draw the liquid rocket system.
Q: TWO SPHERES ARE PLACED ABOVE ONE ANOTHER ON INCLINED PLANES. THE UNIT WEIGHT AND DIAMETER OF THE…
A:
Q: ki= 15 N/m; k2 = 10 N/m; m, k3 = 12 N/m; %3D C1 Ci =1 N.s/m; m2 K3 c2= 2 N.s/m; C3 = 2 N.s/m; m3 mi…
A: Given : To find : Equation of motion
Q: Determine the radius of gyration k, for the combined sections shown in the figure about the y axis.…
A:
Q: A rotating cylinder viscometer is used to measure the viscosity of fluids. The viscometer we are…
A: Given data:
Q: Using the Milling machine with DRO create a hallow that suites the shape of the given MILD STEEL
A: given; Using the Milling machine with DRO create a hallow that suites the shape of the given MILD…
Q: Differentiate between temperature and heat.
A: Temperature is measure of hotness or coldness of a body. Heat is a type of energy which is…
Q: The absolute pressure in the tank is found to be 1.206 bar. In the measurement of this pressure a…
A:
Q: Two kilograms of water is contained in a piston-cylinder device where a linear spring is attached to…
A:
Q: R D.
A:
Q: Calculate the moment about point A in Figure P3-5. 800 lb 200 lb 14 3. 5'- 400 lb
A: To determine the point about Point A.
Q: As shown in Figure (C), a machine of mass (m=500kg) 1s mounted on a simply supported steel beam of…
A: When a beam having length 'L' and moment of Inertia 'I' is subjected to a point load 'P' at the…
Q: 15-29. In case of emergency, the gas actuator is used to move a 75-kg block B by exploding a charge…
A: The normal reaction force on the block can be determined as shown below.
Q: A retaining wall against a mud slide is to be constructed by placing 1.2-m-high and 0.25-m- wide…
A:
Q: T 100 mm 70 mm 70 mm y T
A:
Q: The links AB and DE are connected by a bell crank as shown. Determine the maximum force that can be…
A:
Q: 1. Consider a damped spring-mass system with m = 1kg, k = 4 kg/s^2 and b = 5 kg/s. a. Write the…
A:
Q: le a reverted train Fig. (1), An arm A Carries two concentric separate wheels B and C a compound…
A:
Q: Give an example of a nanomaterial that has electron confinement in a single dimension.
A:
Q: A spinning wheel is suspended from a string and rotates as shown below. As the time goes by, what is…
A:
Q: Problem 10.40* Draw the shear force and bending 4 kN/m moment diagrams. 20 kN-m 6 m- 6 m- 6 m- 6 kN
A:
Q: determine the mass of m2 in kg
A: in a given time frame m1 completes 5 osc, while m2 finishes 3 osc.
Q: A closed system of 2 kg of air initially at a pressure of 5 bar and temperature 227° C expands…
A: Given that, m=2 kg, p1=5 bar=500 kPa,T1=227°C=227+273=500 Kp2=2 bar=200 kPa, law of process is…
Q: Determine the magnitude of the vertical clamping force at E in terms of the force Papplied to the…
A: To determine the force at E
Q: The uniform bar with end rollers weighs 60 lb and is supported by the horizontal and vertical…
A: (a) The tension in the wire: T = 60.21 lb. (b) The reactions against the rollers at A and B: NA = 15…
Q: Select the correct answer. 1- In figure (1) what the type of gear a- Rack and pinion c- Spur gear…
A: As per our guidelines, we are supposed to answer only first three subparts in case of multiple…
Q: An adiabatic room (with dimensions, LxWxH) with the smallest side equal to 5.25 meters initially…
A:
Q: period of time. After some modifications in the speed of the rotation for the Ferris wheel, your…
A:
Q: A turbine expands air adiabatically from 6 bar 400 K, 200 m/s, to 1 bar, 290 K, 50 m/s. Determine…
A: Given that, p1=6 bar, T1=400 K, C1=200 m/s, p2=1 bar,T2=290 K, C2=50 m/s, p0=1 bar, T0=280…
Q: below, if acceleration at point B is 8m/s ⦫ 45o, and the angular velocity of BC is 2√2 rad/s…
A:
Q: The bike is moving at a speed of 4 m/s. The backpack is solid cuboid and its position is on bike…
A:
Q: Given olata Macs of ball = 2 Kg if ball= 2 Velocity f boll= 1ms tind Kinedic energy
A:
Q: An air conditioning system is to be designed for a restaurant with the following data: Outside…
A: Given: The DBT at outside, T1 = 40°C The RH at outside, RH1 = 40% The DBT at inside, T2 = 25°C The…
Q: 3- Discuss the siphon process and what benefit of it?
A:
Q: 2. Find the are length of the curve y = 16 from x-2 to x-3 2x2
A:
Q: W hen the galvanized ion sheets com e w ith dim ensions (2x1)m.Calulate the rum ber of sheets…
A:
Q: A truck is attempting to pull a 500Ñ weight crate that is originally at rest to the entrance of the…
A: Given: w = 500 kg static friction coefficient = 0.4 dynamic friction coefficient = 0.3
Q: 1. Use free-body diagram method to derive the governing differential equation of motion of the…
A:
Q: For no. 5, consider the weights of two children sitting at ends A and B of a seesaw equal to 40 kg…
A: When a hinged body is subjected to multiple forces then for the equilibrium of the body, net moment…
Q: Calculate the change in entropy of air, if it 5 bar, 27°C to 2 bar throttled from adiabatically.
A:
Q: 6. A glass capillary tube of diameter 0.3 mm and length 60 mm is dipped in a water having surface…
A:
Step by step
Solved in 5 steps with 1 images
- The state of plane stress at a point is represented on the element shown in the figure below. (a) Determine the principal stresses acting on this point, and the corresponding orientation (angle). (b) Determine the maximum in-plane shear stress, and the corresponding orientation (angle). Also determine the associated average normal stress. Draw Mohr's circle and show the stresses on the circle. 15 ksi 23 ksi 14 ksiThe state of plane stress at a point with respect to the xy-axes is shown in Fig. (a). Using Mohr's circle, determine (1) the principal stresses and principal planes; (2) the maximum in-plane shear stress; and (3) the equivalent state of stress with respect to the x'y'-axes. Show all results on sketches of properly oriented elements. y20 MPa 50° 40 MPa 16 MPa (a)2. At a point in a brocket, the stresses on two mutually perpendicular planes are 180 MN/m? (tensile) and 70 MN/m2 (Compressive). The shear stress across the planes is 65 MN/m2. Find the following by Mohr's Circle method and compare with Analytical solutions: (i)The Normal stress on a plane making an angle of 50° with the plane of first stress. (ii)Shear stress on the plane (iii) Maximum shear stress (iv) Resultant stress and it's direction. (v) Major and minor principal stresses.
- The state of stress at a point in a soil beneath a level ground surface consists of a major principal stress of 70 kPa and a minor principal stress of 25 kPa. The major principal stress acts in the vertical direction. (a) Draw the Mohr's circle of stress and show the pole point (origin of planes). (b) Determine the maximum shear stress and calculate the orientation angle (relative to horizontal) of the plane of positive maximum shear stress. (c) Determine the normal stress and shear stress on a plane that makes an angle of -20° (i.e., 20° clockwise) relative to the horizontal plane.1. For the two cases i.e. (a) 2D and (b) 3D shown below, find the principal stresses, maximum shear stresses and directions by using Mohr’s circle. Support your answers with diagrams. 41 GOMPa 60MPR Txy=40MPA 40MPA (a) (b)Two forces are applied on the beam shown below. (a) Determine the normal and shear stresses at point B on the shown cross-section. (b) Show the state of stress at the point B on a volume element. 400 lb B 1 in. 2 in. 500 Ib 2 in 10 in. 1.5 in. 1.5 in. Show your steps and highlight the following answers please I =
- The normal and shear stresses acting on one plane passing through a point in a soil mass are 120 psi compression and 25 psi, respectively. On an orthogonal plane, the respective stresses are 40 psi compression and 25 psi. (a) Draw the Mohr’s circle for this stress condition. (b) What are the principal stresses? (c) Determine the angle between the plane on which the 120 psi stress acts and the major principal plane. (d) What is the maximum shear stress acting at the point?Problem 3: For the plane stress state listed below, draw a Mohr's circle diagram properly labeled. Keep in mind that the principal stress is that stress state where the shear stress is zero. That means it is the stress state along the normal stress line in Mohr's space. So, use your Mohr's circle to find the principal normal and shear stresses, and determine the angle from the x axis to o1. 0x = 16 kpsi, oy = 9 kpsi, Ty = 5 kpsi ccwQ1. For the given cube below, complete the following: 1.find the center, radius (R), principal normal stresses (σ and σ3), max shear stress (Tmax) and draw the Mohr's Circle. 2. Find the stresses on a plane that is rotated 60° clockwise from the horizontal plane. 6PSE IPSF 10pst 60⁰ TOPST IPSF 6PSF
- Q2) For the state of plane stress given on the element below, construct a Mohr's circle. Use circle to determine (1) the principal stresses, (2) the principal stress direction, (3) the maximum in-plane shear stress and corresponding and normal stress. 100 MPa 150 MPa Tay - 50 MPaProblem 2: A state of plane stress at a point on the surface of a structure consists of the following stress components: Ox = 18 ksi, oy = 24 ksi, and Txy = 15 ksi. Note that the stress components act in the directions shown on the element below. Ox Txy 24 ksi бу 18 ksi 15 ksi (a) Draw a complete Mohr's circle for this stress state. Clearly label the X and Y faces, the center C, and the radius R. (b) Using Mohr's circle, determine the stress components Ox, Oy, and Txy on an element rotated 25° counter-clockwise from the original element shown. Label all of these quantities on the circle. (c) Show all stresses from part (b) on a properly oriented stress element. Be sure to include all stress components acting on the element.To determine the normal and shear stresses on the indicated plane, we must first determine the orientation of the inclined plane relative to the x face of the stress element. Determine the magnitude of the counterclockwise angle between the x face and the inclined plane. Assume Sx = 170 MPa, Sy = 105 MPa, Sxy = 85 MPa, and ß = 65°. Sx Sxy В Sy Answer: 0 = 25 X O'