specialphase
These Matlab functions to compute the phase function for the Bessel and Airy
functions and their derivatives.
`phase = besselphase(nu,x)` computes θₙ(x) = arctan(Yₙ(x)/Jₙ(x)) where
Jₙ and Yₙ are the Bessel functions of the first and second kind. The
branch is determined by continuity and θₙ(0) = -π/2
`phase = besselprimephase(nu,x)` computes φₙ(x) = arctan(Y'ₙ(x)/J'ₙ(x)) where
J'ₙ and Y'ₙ are the derivatives with respect to theargument of the Bessel
functions of the first and second kind. The branch is determined by continuity
and φₙ(0) = π/2
`phase = airyphase(x)` computes θ(x) = arctan(A(x)/B(x)) where A and
B are the Airy functions of the first and second kind. The branch is determined
by continuity and θ(0) = π/6
`phase = airyprimephase(x)` computes φ(x) = arctan(A'(x)/B'(x)) where A' and
B' are the derivatives of the Airy functions of the first and second kind. The
branch is determined by continuity and φ(0) = -π/6
인용 양식
David E. Horsley (2024). specialphase (https://github.com/dehorsley/specialphase), GitHub. 검색됨 .
MATLAB 릴리스 호환 정보
플랫폼 호환성
Windows macOS Linux카테고리
태그
Community Treasure Hunt
Find the treasures in MATLAB Central and discover how the community can help you!
Start Hunting!GitHub 디폴트 브랜치를 사용하는 버전은 다운로드할 수 없음
버전 | 게시됨 | 릴리스 정보 | |
---|---|---|---|
1.0.1.0 | Added Airy functions
|
|
|
1.0.0.0 |
|