Changes between Version 7 and Version 8 of u/johannjc/scratchpad4

Timestamp:

09/30/15 17:04:30 (9 years ago)

Author:

Jonathan

Comment:

—

u/johannjc/scratchpad4

@@ -91 +91 @@
 $\alpha_{\pm i, \pm j} = \pm \pm \frac{E_{ij}}{4 \Delta x^2}T^\lambda_{\pm \hat{i} \pm \hat{j}}$
 
-$\beta = -\frac{T_0}{\Delta t} \pm \frac{B_j}{2 \Delta x} T^{\lambda+1}_{\pm \hat{j}} \pm \pm \frac{D_{ij}}{4 \Delta x^2} T^{lambda+1}_{\pm \hat{i} \pm \hat{j}}\left ( 1 - \delta_{ij} \right )  + \frac{D_{jj}}{\Delta x^2} T^{lambda+1}_{\pm \hat{j}} - 2 \frac{D_{jj}}{\Delta x^2}T^{\lambda+1}_0$
+$\beta = -\frac{T_0}{\Delta t} \pm \frac{B_j}{2 \Delta x} T^{\lambda+1}_{\pm \hat{j}} \pm \pm \frac{D_{ij}}{4 \Delta x^2} T^{\lambda+1}_{\pm \hat{i} \pm \hat{j}}\left ( 1 - \delta_{ij} \right )  + \frac{D_{jj}}{\Delta x^2} T^{\lambda+1}_{\pm \hat{j}} - 2 \frac{D_{jj}}{\Delta x^2}T^{\lambda+1}_0$