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and W2 = 1 Numerical values of the design parameters are given in Table 133 For simplicity, the parameters required for stress calculations only are not given in the table, and the details of the stress calculations are also not shown With weight factor W3 set to zero, the optimization problem is linear and can be solved by linear procedures For linear problems, such as this, the algorithm is guaranteed to converge Figure 1312 shows the Hertzian cam contact stress and compares the result of using the polydyne approach The polydyne approach used the boundary conditions given by Eq (1332) As can be seen, the contact stresses for the two approaches are nearly identical Figure 1313 shows the residual output vibrations for the optimal cam compared with the polydyne cam The amplitude, Sv, of the residual vibrations is de ned by the relationship

Full disclosure: While writing this book, I also worked as a developer at Typemock on a different product. I also helped to design the API in Isolator 5.0.

2 2 Sv = [Y (1) - 1] + [Y (1) (2pl )]

.

(1353)

In its latest version (5.2 at the time of writing this book), Isolator uses the term fake and removes completely the words mock and stub from the API. Using the new framework, you can fake interfaces, sealed and static types, nonvirtual methods, and static methods. This

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For this design the cam was tuned for a speed ratio of l = 66 The residual vibrations of the optimal cam here are lower than those of the polydyne cam Thus, the output optimality criterion developed in Sec 1354 has been successful in minimizing the residual output vibrations at off-design speeds 13584 Minimization of Hertzian Cam Contact Stress To design for minimum contact stresses, weight factor W3 in Eq (1339) is chosen as large as possible Weight factor W2 should be small but not vanishing For example, the following weight factors have been used: W1 = 099, W2 = 001, W3 = 800 The required relative values of the weight factors may vary by many orders of magnitude from case to case due to variations in the design parameters, especially since the units of each term are different

Output residual vibrations, Sv (%)

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