Kinetics of Materials

Page 119 — 5 corrections

Eq. 5.102

$$dT = \frac{1}{c_P} \left[ \frac{P dt}{2(\pi \kappa t)^{1/2}}\right] e^{-x^2/(4\kappa t)}$$

Eq. 5.104

$$T(x,y) = -2 a_1 \int_\infty^{1/y^2} \frac{\exp \left(-a_2 y^2\right)}{y^2} dy$$

Text Following Eq. 104

Integrating by parts yields

Eq. 5.106

$$T(x,t) = \frac{P}{c_P} \sqrt{\frac{t}{\pi \kappa}} \exp \left(... ... - \frac{Px}{2 c_P \kappa} \left[ 1 - \erf \frac{x}{2 \sqrt{\kappa t}} \right]$$

Eq. 5.107

$$\begin{split} Q & = 2 \int_0^\infty T(x,t) c_P dx \\ &... ...erf \frac{x}{2 \sqrt{\kappa t}} \right) dx \right] \end{split}$$

• About this document ...

about this text

authors

resources

errata