public class CjSjCoefficient extends Object
Those series are given in Danielson paper by expression 2.5.3-(5):
Cj(k, h) + i Sj(k, h) = (k+ih)j
The Cj(k, h) and the Sj(k, h) elements are store as an
ArrayList
of Complex
number, the Cj(k, h) being
represented by the real and the Sj(k, h) by the imaginary part.
Constructor and Description |
---|
CjSjCoefficient(double k,
double h)
Cj(k, h) and Sj(k, h) constructor.
|
Modifier and Type | Method and Description |
---|---|
double |
getCj(int j)
Get the Cj coefficient.
|
double |
getDcjDh(int j)
Get the dCj / dh coefficient.
|
double |
getDcjDk(int j)
Get the dCj / dk coefficient.
|
double |
getDsjDh(int j)
Get the dSj / dh coefficient.
|
double |
getDsjDk(int j)
Get the dSj / dk coefficient.
|
double |
getSj(int j)
Get the Sj coefficient.
|
public CjSjCoefficient(double k, double h)
k
- k valueh
- h valuepublic double getCj(int j)
j
- orderpublic double getSj(int j)
j
- orderpublic double getDcjDk(int j)
j
- orderpublic double getDsjDk(int j)
j
- orderpublic double getDcjDh(int j)
j
- orderpublic double getDsjDh(int j)
j
- orderCopyright © 2002-2019 CS Systèmes d'information. All rights reserved.