The FirstOrderPDE
class is used to solve first order partial differential
equations like the Advection Equation.
The FirstOrderPDE
class is used to solve first order partial differential
equations like the Advection Equation. Let 'u(x, t)' = concentration in a fluid
with velocity 'v' at position '0 <= x <= xm' and time 't' > 0. Numerically solve the
Advection Equation: u_t + v(x, t) * u_x = 0 with initial conditions u(x, 0) = ic(x) boundary conditions (u(0, t), u(xm, t)) = bc
The ParabolicPDE' class is used to solve parabolic partial differential
equations like the Heat Equation. Let 'u(x, t)' = temperature of a rod at
position '0 <= x <= xm' and time 't' > 0. Numerically solve the
The ParabolicPDE' class is used to solve parabolic partial differential
equations like the Heat Equation. Let 'u(x, t)' = temperature of a rod at
position '0 <= x <= xm' and time 't' > 0. Numerically solve the
Heat Equation: u_t = k * u_xx with initial conditions u(x, 0) = ic(x) boundary conditions (u(0, t), u(xm, t)) = bc
The FirstOrderPDETest
object is used to test the FirstOrderPDE
class.
The FirstOrderPDETest
object is used to test the FirstOrderPDE
class.
Numerically solve the Advection Equation: du/dt + v(x, t) * du/dx = 0
The FirstOrderPDETest2
object is used to test the FirstOrderPDE
class.
The FirstOrderPDETest2
object is used to test the FirstOrderPDE
class.
Numerically solve the Advection Equation: du/dt + v(x, t) * du/dx = 0
The FirstOrderPDETest3
object is used to test the FirstOrderPDE
class.
The FirstOrderPDETest3
object is used to test the FirstOrderPDE
class.
Numerically solve the Advection Equation: du/dt + v(x, t) * du/dx = 0
www.public.asu.edu/~hhuang38/pde_slides_numerical.pdf
The ParabolicPDETest
object is used to test the ParabolicPDE
class.
The ParabolicPDETest
object is used to test the ParabolicPDE
class.
Numerically solve the Heat Equation: du/dt = k * d2u/dx2.
personales.unican.es/gutierjm/cursos/cornell/9_PDEs.pdf
The dynamics package contains classes, traits and objects for system dynamics simulations using Partial Differential Equations (PDEs).