Open fourlei07 opened 10 months ago
Hello, I've noticed that there are some operations involved when calculating both first-order and second-order derivatives in your Example 1 - Uniaxial tension, PDE-based problem. Could you please explain why these operations are necessary?
def PDE(x, Net_u, func_u, Net_v, func_v):
_, _, _, du_xx, du_yy, du_xy = derivative(x, Net_u, func_u, '2') _, _, _, dv_xx, dv_yy, dv_xy = derivative(x, Net_v, func_v, '2') du_xx, du_yy, du_xy = du_xx/a, du_yy*a/b**2, du_xy/b dv_xx, dv_yy, dv_xy = dv_xx*b/a**2, dv_yy/b, dv_xy/a
Hi, thanks for your interest in this work. Please see the explanation here. Someone asked the same question before.
Hello, I've noticed that there are some operations involved when calculating both first-order and second-order derivatives in your Example 1 - Uniaxial tension, PDE-based problem. Could you please explain why these operations are necessary?
def PDE(x, Net_u, func_u, Net_v, func_v):