A shape-memory polymer of polyurethane series can be designed for its glass-transition temperature T
g, beyond which a remarkable change in stiffness may occur, within the range from -30°C to 70°C. A material containing such shape-memory polymer particles, hence, may be also designed for its macroscopic stiffness by adjusting the T
g distribution of particles. This composite material then can be regarded as an intelligent material to macroscopic stiffness. In the present research, micromechanical analysis on the macroscopic stiffness of such an intelligent material is performed by taking into consideration of the T
g distribution of particles. Effects of temperature on the macroscopic stiffness of the material are calculated with respect to various T
g distributions of particles. As a consequence, we can see that the macroscopic stiffness of the material is closely related with the T
g distribution of particles and, especially for the case of bimodal type of distribution, it decreases as a flight of three stairs with increase in temperature.
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