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Temperature dependence of Youngs modulus

In this section, we will discuss the temperature dependence of Young s modulus in metals and ceramics polymer elasticity will be dealt with in chapter 8. [Pg.60]

At typical service temperatures, which are usually smaller than half the melting temperature Tm measured in kelvin (T 0.5 Tm, [T] = K), some rules-of-thumb can be stated for the temperature dependence of Young s modulus. In metals, the temperature dependence of Young s modulus Em is rather large  [Pg.60]

m(0K) is Young s modulus at OK. Some experimentally determined values are shown in figure 2.15. The temperature dependence of Young s modulus of ceramics is smaller 51j  [Pg.60]

Due to thermal expansion, the mean equilibrium position of the atom is at a position in the potential well where the slope of the force curve and thus the stiffness is smaller Young s modulus is reduced. [Pg.61]

This simple model relates thermal expansion and the reduction of the elastic modulus with increasing temperature. It is confirmed by the fact that metals have a larger temperatme dependence of Young s modulus than ceramics and also a larger coefficient of thermal expansion. [Pg.61]


Figure 3. Temperature dependences of Young modulus E and loss tangent tanS of the annealed CPE-1 fibers (t1sp=4.4). Figure 3. Temperature dependences of Young modulus E and loss tangent tanS of the annealed CPE-1 fibers (t1sp=4.4).

See other pages where Temperature dependence of Youngs modulus is mentioned: [Pg.562]   


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