Examples of using Partial differential equations in English and their translations into Swedish
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It's a little more complicated for traffic, but partial differential equations can help us calculate the optimum number of lanes,
And that applies even when you start doing partial differential equations, et cetera, et cetera.
especially partial differential equations.
be used to solve such very large systems of linear equations  as arise when discretizing partial differential equations, and to compute eigenvalues.
The principal foundations on which CFD rests are the Navier-Stokes equations.  These consist of a system of partial differential equations, which primarily describe the time- and space-dependent velocity field in a fluid.
The wind resource assessment path requires that a student have 15 credits in physics and/or mechanics as well as 30 credits in mathematics- which should provide familiarity with partial differential equations, matrix handling, numerical calculations and statistics.
This hypothesis allowed the partial differential equations in terms of r(the radius of the blast wave)
This partial differential equation may be solved by separation of variables.
The form of the equation  is a second order partial differential equation.
Explain fundamental concepts in mathematical modelling with partial differential equation, and fundamental properties for elliptic,
In mathematics, the Euler-Tricomi equation  is a linear partial differential equation useful in the study of transonic flow.
The one-dimensional wave equation  is unusual for a partial differential equation in that a relatively simple general solution may be found.
The Ernst equation  is an integrable non-linear partial differential equation, named after the American physicist Frederick J. Ernst.
Yi-Cheng Zhang) is a non-linear stochastic partial differential equation.
Alternating direction schemes form a class of numerical methods for parabolic partial differential equation solving 1.
is a second order partial differential equation.
studied by Lelong(1964), is the partial differential equation i∂∂¯ u ρ{\displaystyle i\partial{\overline{\partial}}u=\rho} on a Kähler manifold,
Part II: Linear second-order partial differential equations.
Something about numerical solving of partial differential equations. Literature.
Applications to partial differential equations. Gradient, directional derivative, level curves.