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Explain miller indices for denoting crystal planes.


  QUESTION 1: [Temperature Stresses]    [14] A link in a jig that experiences changes in temperature is comprise of two bars in series. The steel component has a Young’s modulus, coefficient of thermal expansion, diameter, and length of 200 GPa, 12×10−6/�, 0.06 m and 10 meters, respectively, and is fixed rigidly on the end that is further from its joint with the other bar. The aluminium component has a Young’s modulus, coefficient of thermal expansion, inner (i) and outer diameters (o), and length of 80 GPa, 23×10−6/�, 0.03 and 0.08 m, and 15 meters, respectively, and has a gap of 15 mm between its free end and the jig housing. Determine: 1.1. The maximum temperature change that is allowed on the jig before the aluminium bar touches the housing. 1.2. The type and magnitude of stresses induced in the two bars if the jig housing is exposed to a temperature rise of 800C


How can timber protect environment?

How to make wood fire resistant?


Describe the health and safety requirements of the area in which they are carrying out the scientific or technical activities
What is the advantages of bamboo, iron, timber, solar panel, grasscrete, recycled glass, green wall, aluminium alloy for construction?

How these construction materials can protect occupant health , improve employee productivity and reduce the overall impact to the environment?
suppose W weight fraction of "A "has been added to "B "to make an alloy, at room temperature "B" has a resistivity of p. find the current density as a function of the weight fraction "W" when the applied electronic field "E" is kept constant. Assume that M_Aand M_B the atomic masses of "A" and "B" respectively and η is the atomic concentration of " B"
suppose W weight fraction of "A "has been added to "B "to make an alloy, at room temperature "B" has a resistivity of p. find the current density as a function of the weight fraction "W" when the applied electronic field "E" is kept constant. Assume that M_Aand M_B the atomic masses of "A" and "B" respectively and η is the atomic concentration of " B"
Estimate the Young’s modulus of a material. Given r0=2.5 Å, n = 1, m = 9, and A = 7.68×10–29 J m.
formula factor of the safety (FS) in respect of stress calculate
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