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e familiar metals. The linearity of the data confirms the Bebye th vibrations, while t al energy in the crystal. If what you really want is the heat capaci eory while the intercepts give us the experimental values of ediate temperatures, you have to do a numerical integral to get th ty, it diferentiate equation 7.109 analytically, then change variables to z. T tice (7.1 ter-generated plot of this function is shown in Figure 7.29. For corm in model prediction, equation 7.103, is also plotted, with the const nake the curves agree at relatively high temperatures. As you canse still differ significantly at low temperatures. Figure 1.14 shows f s of experimental data to the prediction of the Debye model. ve temperature of any particular substance can be predicted fr

solve this integral numerically and then draw it in computer .

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solve this integral numerically and then draw it in computer . e familiar metals. The linearity...
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