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Part A - Calculate the external support reactions
The 3-m sign post is supported by cable AB and a pin at C. The post supports the distributed load shown. Determine the tension in cable AB and the support reaction's components at C. Reported signs must agree with the coordinate system provided.
PART B. Beam AC has been cut at D, and the left section is shown. Draw vectors that represent the internal normal and shear forces in the beam at D (and note that there is also an internal bending moment at D). When sectioning at D, the original beam is sectioned. Only the portion of the distributed load acting on the section appears on the free-body diagram.
PART C. Beam AC has been cut at D, and the left section free-body diagram is shown. Calculate the internal resultant normal force N, shear force V , and bending moment at D, M. Use the sign convention for internal resultant loading in a beam.
Problem: The block of a control system is shown below.
a railway wagon weighing 40 kn and moving with a speed of 8 kmh is stopped by a buffer of 4 springs whose allowable
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The variation in the diffusion coefficient with temperature, over an appropriate range of temperature, can usually be approximated as follows: D= (D0)e^-(Q/(KT) where, Q = activation energy (eV/atom) and k = Boltzmann's constant (8.616*10-5 eV/ato..
what is the maximum weight of the crate that the system can support? What is the angle theta required for equilibrium?
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For an unknown alloy the stress at which plastic deformation begins is 400MPa and the modulus of elasticity is 120GPa. If the original specimen length is 76 mm, what is the max length to which it may be stretched without causing plastic deformatio..
The combined weight of a bicycle and its rider is 190 lbs, and when the rider is on the bike, their frontal area is 5.4 square feet, with a drag coefficient of 1.2. The coefficient of rolling resistance can be taken to be a constant for all speeds
Two 25-kip loads are maintained 6 ft apart as they are moved slowly across the 18-ft beam ab. write a computer program and use it to calculate the bending moment under each load and at the midpoint c of the beam for values of x from 0 to 24 ft at int..
Each of the following either (a) violates the first law, (b) violates the second law, or (c) is correct. For each indicate which law (if any) is violated. Justify your answers with appropriate calculations
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