Inverse Laplace transform for Bessel function like \(e^{-\alpha \sqrt{is} } I_{n} \left(\alpha \sqrt{is} \right)\) and \(e^{\alpha i\sqrt{is} } J_{n} \left(\alpha \sqrt{is} \right)\). (Q2896803)
From MaRDI portal
 | This is the item page for this Wikibase entity, intended for internal use and editing purposes. Please use this page instead for the normal view: Inverse Laplace transform for Bessel function like \(e^{-\alpha \sqrt{is} } I_{n} \left(\alpha \sqrt{is} \right)\) and \(e^{\alpha i\sqrt{is} } J_{n} \left(\alpha \sqrt{is} \right)\). |
scientific article; zbMATH DE number 6056525
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Inverse Laplace transform for Bessel function like \(e^{-\alpha \sqrt{is} } I_{n} \left(\alpha \sqrt{is} \right)\) and \(e^{\alpha i\sqrt{is} } J_{n} \left(\alpha \sqrt{is} \right)\). |
scientific article; zbMATH DE number 6056525 |
Statements
16 July 2012
0 references
Bessel function
0 references
inverse Laplace transform
0 references
plate deformation
0 references
0.8206507
0 references
0.81072676
0 references
0.8034276
0 references
0.80201447
0 references
0.7925126
0 references
Inverse Laplace transform for Bessel function like \(e^{-\alpha \sqrt{is} } I_{n} \left(\alpha \sqrt{is} \right)\) and \(e^{\alpha i\sqrt{is} } J_{n} \left(\alpha \sqrt{is} \right)\). (English)
0 references
