Lines Matching full:pi
168 u = sin(pi x) + sin(pi y)
169 v = -pi cos(pi x) y
170 p = sin(2 pi x) + sin(2 pi y)
171 …f = <2pi cos(2 pi x) + mu pi^2 sin(pi x) + mu pi^2 sin(pi y), 2pi cos(2 pi y) - mu pi^3 cos(pi x) …
175 … e(u) = (grad u + grad u^T) = / 2pi cos(pi x) pi cos(pi y) + pi^2 sin(pi x) y \
176 … \ pi cos(pi y) + pi^2 sin(pi x) y -2pi cos(pi x) /
177 …div mu e(u) - \nabla p + f = mu <-pi^2 sin(pi x) - pi^2 sin(pi y), pi^3 cos(pi x) y> - <2pi cos(2 …
178 \nabla \cdot u = pi cos(pi x) - pi cos(pi x) = 0
182 u = 2 sin(pi x) + sin(pi y) + sin(pi z)
183 v = -pi cos(pi x) y
184 w = -pi cos(pi x) z
185 p = sin(2 pi x) + sin(2 pi y) + sin(2 pi z)
186 …<2pi cos(2 pi x) + mu 2pi^2 sin(pi x) + mu pi^2 sin(pi y) + mu pi^2 sin(pi z), 2pi cos(2 pi y) - m…
190 …= (grad u + grad u^T) = / 4pi cos(pi x) pi cos(pi y) + pi^2 sin(pi x) y pi cos…
191 …| pi cos(pi y) + pi^2 sin(pi x) y -2pi cos(pi x) 0 …
192 …\ pi cos(pi z) + pi^2 sin(pi x) z 0 -2pi cos(pi x) …
193 … = mu <-2pi^2 sin(pi x) - pi^2 sin(pi y) - pi^2 sin(pi z), pi^3 cos(pi x) y, pi^3 cos(pi x) z> - <…
194 \nabla \cdot u = 2 pi cos(pi x) - pi cos(pi x) - pi cos(pi x) = 0