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Consider the following two models
Model A
Model B
y(t)= 9 + 0.2(m - p(t)) p(t + 1)- p(t)= 1.2(y(t)- yn) m = 5 yn = 6 p(0)= 10
y(t)= 9 + 0.2(m - p(t)) p(t + 1)- p(t)= 1.5(y(t)- yn) m = 5 yn = 6 p(0)= 10
(i) What are the recursive equations for each model and what is their fixed point?
(ii) Compare the adjustment of prices in each model.
Assume that this expansion occurs equally in all directions. For steel, the coef?cient of linear thermal expansion is α = 6 × 10-6/?C, Young's modulus is 30 × 106 psi, and υ = 0.29. Assume these apply to both martensite and austenite. Find the stre..
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