Highlights
A car manufacturing company is developing some new equipment and processes. To aid evaluating different scenarios and developing their concept design, provide a series of written solutions in response to the questions below.
1. Newton’s law states that the rate at which the temperature T of a body falls is proportional to the difference in temperature between the body and its surroundings. If t is time and the surroundings are at a constant temperature of 20°:
a) Form a differential equation to express this fact and solve the differential equation using the integrating factor method.
b) Choose another analytical method to demonstrate how different models of engineering systems using first order differential equations can be used to solve engineering problems.
7. Critically evaluate the methods that you have used for solving the first and second order differential equations As part of your evaluation, ensure that you discuss when the methods can be used and their limitations. Also discuss alternative methods that could have been used throughout your solutions. You must also give some engineering examples of the types of equations that can be solved.
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