Method of Green’s Functions - MIT OpenCourseWare
u(x,y) of the BVP (4). The advantage is that finding the Green’s function G depends only on the area D and curve C, not on F and f. Note: this method can be generalized to 3D domains. 2.1 Finding the Green’s function To find the Green’s function for a 2D domain D, we first find the simplest function that satisfies ∇2v = δ(r ... ................
................
In order to avoid copyright disputes, this page is only a partial summary.
To fulfill the demand for quickly locating and searching documents.
It is intelligent file search solution for home and business.
Related download
- lecture 3 convex functions
- method of green s functions mit opencourseware
- domain and range university of new mexico
- dimensional fourier transform
- functions of several variables drexel university
- frequency domain and fourier transforms
- characterization of signals frequency domain
- 2d and 3d fourier transforms yale university
- 3d discrete curvelet transform stanford university
- chapter 3 formulation of fem for two dimensional problems
Related searches
- method of teaching in education
- examples of method of analysis
- method of teaching and learning
- effective interest method of amortization
- effective yield method of amortization
- method of use of alcohol
- constant yield method of amortization
- effective interest method of amortization calculator
- interest method of accounting
- method of least squares equation
- method of least squares example
- method of least squares calculator