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Axiomatic design and its applications in product development process.
Identify and understand each phase of the product development process: The assignment includes the practical application of the first fewphases of a PD process
Recognise the importance of timing, resource and skill constraints.
Meeting strict timing deadlines of the assignments will make the students aware of these critical issues.
Apply the needs of the customer to product development and communicate in various ways. The student needs to put themselves into the role of a potential consumer and need to communicate the findings appropriately.
Critically assess and evaluate vehicle concepts, systems and sub-systems: Different products need to be analysed in detail.
Given the following strain state ex= 0.01375 % , ey=0.04625% , ez=-0.035 % , v(yz)=0.1625 %, v(xz)=0.0325%, v(xy)= -0.0975% compute the state of stress (in matrix form) and t
The data listed below are claimed for power cycles operating between hot and cold reservoirs at 1000 K and 400 K, respectively. For each case determine whether such a cycle is
A pressure cylinder (ends closed) having an internal radius of 6 inches and thickness 1 inch is subjected to an internal pressure of 5 ksi, a twisting torque of 50,000 in-lb,
Water at 100 kPa, 25C is brought to the boiling point in a piston/cylinder with an isobaric process. The heat is supplied by a heat pump with the cold side at the ambient temp
A rigid tank contains 5 kg of an ideal gas at atm and 40° C. Now valve is open, and half of mass of the gas is allowed to escape. If the final pressure in the tank is 1.5 at
Sketch crystallographic planes with the following Miller-Brava is indices in a hexagonal unit cell: (a) 1(Bar)101 ; (b) 2(Bar)112 . Mark the origin and axes. Explain your answ
Compare and contrast the heat capacity pcp of common brick, plain carbon steel, engine oil, water, and soil. Which material provides the greatest amount of thermal energy st
Show that the car is likely to skid rather than overturn if the speed is excessive and calculate the maximum speed in km h 1 at which it can travel round the curve. What wil
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