सीमा-शर्त हिंदी उपयोग और उदाहरण

""और सीमा शर्तें निम्न हैं।

सीमा-शर्त इसके अंग्रेजी अर्थ का उदाहरण

Now in order to find the specific solution for the problem at hand, we must specify the appropriate boundary conditions and find the values for A, B, F, G, H and I that satisfy those conditions.

These requirements are boundary conditions on the differential equations previously derived, that is, the matching conditions between the solutions inside and outside the well.

This is identical to the one-dimensional equation, except for the boundary conditions.

Both uses of the word "NS" refer to André Neveu and John Henry Schwarz, who studied such boundary conditions (the so-called Neveu–Schwarz boundary conditions) and the fields that satisfy them in 1971.

Constructive algorithms for finding solutions of boundary-value problems with different classes of multipoint boundary conditions were developed by Samoilenko, V.

The choice between odd and even is typically motivated by boundary conditions associated with a differential equation satisfied by f(x).

Combined with suitable boundary conditions and expressed on a suitable Banach space X (which encodes both the boundary conditions and the desired regularity of the solution), L becomes an unbounded operator from X to itself, and one attempts to solve.

supplemented with the boundary condition.

Here one would take X to be the space L2(Ω) of all square-integrable functions on Ω, and dom(L) is then the Sobolev space W 2,2(Ω) ∩ W(Ω), which amounts to the set of all square-integrable functions on Ω whose weak first and second derivatives exist and are square-integrable, and which satisfy a zero boundary condition on ∂Ω.

In this case, instead of the initial acceleration, one only needs to specify the initial field and the boundary condition.

In field theory, advanced and retarded fields are simply viewed as mathematical solutions of Maxwell's equations whose combinations are decided by the boundary conditions.

Then check if one of the following boundary conditions is satisfied:.

::If none of the boundary conditions is satisfied then eij is non-interfering: if i1 in eij, pick the next larger e in sub-step 4, if i≠1 go back to sub-step 2.

If some boundary condition is satisfied go to sub-step 4.