User:Egm6321.f12.team3.popp

R1 Sandbox

R*1.1 - Second total time derivative R*1.2 - Derive (3)p.1-4 and (1)p.1-5 and show similarity with derivation of the Coriolis force. R*1.3 - Analyze the dimension of all therms in (2)p.1-8 and provide the physical meaning. R*1.4 - Draw the polar coordinate lines in a 2-D plane emanating from a point not at the origin. R*1.5 - Show that (3)p.4-4 becomes

$$\displaystyle y'' + \frac{g'(x)}{g(x)} \, y' + a_0(x) \,y = 0 $$

$$\displaystyle \frac{1}{g_i(\xi_i)} \frac{d}{d \xi_i} \left [ g_i(\xi_i) \frac{d X_i( \xi_i)}{d \xi_i} \right ] + f_i( \xi_i) X_i( \xi_i) = 0 $$

Egm6321.f12.team3.popp (talk) 20:38, 3 September 2012 (UTC)