neumann boundary condition sentence in Hindi
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- The first eigenvalue is zero for closed domains or when using the Neumann boundary condition.
- The Neumann boundary condition can be written
- Other boundary conditions besides the Dirichlet condition, such as the Neumann boundary condition, can be imposed.
- For the nonhydrostatic part of the mesoscale pressure perturbation, homogeneous Neumann boundary conditions are used at lateral boundaries.
- On slender rings, Neumann boundary conditions are imposed, while on solid rings, Dirichlet boundary conditions are imposed.
- If p spatial dimensions satisfy the Neumann boundary condition, then the string endpoint is confined to move within a p-dimensional hyperplane.
- To find solutions for Neumann boundary condition problems, the Green's function with vanishing normal gradient on the boundary is used instead.
- The manifold may have a boundary, in which case one has to prescribe suitable boundary conditions, such as Dirichlet or Neumann boundary conditions.
- The Poisson equation is first solved on the coarse mesh with all the Dirichlet and Neumann boundary conditions, taking into account the applied bias.
- A boundary condition which specifies the value of the normal derivative of the function is a Neumann boundary condition, or second-type boundary condition.
- As many people guessed, this article just gives a badly explained description of the spectrum of the Laplace operator with Dirichlet and Neumann boundary conditions.
- The Neumann boundary conditions for Laplace's equation specify not the function ? itself on the boundary of " D ", but its normal derivative.
- The fact that T-duality interchanges the usual Neumann boundary conditions with Dirichlet boundary conditions was discovered independently by Horava and by Dai, Leigh, and Shenker.
- Where \ nabla ^ 2 denotes the Laplacian, the Neumann boundary conditions on a domain \ Omega \ subset \ mathbb { R } ^ n take the form:
- Once the strong properties are established in terms of and the Neumann boundary conditions, the " bootstrap " regularity results can be proved exactly as for the Dirichlet problem.
- Different kinds of boundary conditions for the fields may be imposed on the fundamental fields; for example, Neumann boundary condition or Dirichlet boundary condition is acceptable for free bosonic fields.
- Parametrising the boundary conditions by b empowers us to cover the insulating Neumann boundary condition case b = 0, the Dirichlet boundary condition case b = 1, and all cases between.
- The first eigenvalue is zero, if the domain has a boundary and the Neumann boundary condition is used, or if the shape contains no boundary ( e . g . the sphere ).
- The name originates from the replacement of certain elements in the original layout with imaginary charges, which replicates the boundary conditions of the problem ( see Dirichlet boundary conditions or Neumann boundary conditions ).
- As a third case, exploiting also to the arbitrariness of S _ R, we can choose a Neumann boundary condition of F _ { h } tangent to S _ R in any point.
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