The motion of a semi-infinite string with a point mass at the end

Kholodovsky, S.

doi:10.31857/S003282350002738-1

Home

Prikladnaia matematika i mekhanika

Issue 6

The motion of a semi-infinite string with a point mass at the end

Annotation
Reviews
References

The motion of a semi-infinite string with a point mass at the end

PII

S003282350002738-1-1

DOI

10.31857/S003282350002738-1

Publication type

Article

Status

Published

Authors

S. Kholodovsky

Affiliation: Transbaikal State University
Address: Russian Federation

Journal name

Prikladnaia matematika i mekhanika

Edition

Volume 82 Issue 6

Pages

751-756

Abstract

Keywords

Received

21.12.2018

Publication date

21.12.2018

Cite Download pdf To download PDF you should sign in

GOST	Kholodovsky S. The motion of a semi-infinite string with a point mass at the end // Prikladnaia matematika i mekhanika – 2018. – V. 82. – Issue 6 C. 751-756 [Electronic resource]. URL: http://ras.jes.su/pmm/s207751800000046-9-1 (circulation date: 25.04.2024). DOI: 10.31857/S003282350002738-1
MLA	Kholodovsky, S. "The motion of a semi-infinite string with a point mass at the end." Prikladnaia matematika i mekhanika 82.6 (2018):751-756. DOI: 10.31857/S003282350002738-1
APA	Kholodovsky S. (2018). The motion of a semi-infinite string with a point mass at the end. Prikladnaia matematika i mekhanika 82(6), pp.751-756 DOI: 10.31857/S003282350002738-1

Размещенный ниже текст является ознакомительной версией и может не соответствовать печатной

Readers community rating: votes 0

1. Tikhonov A.N., Samarskij A.A. Uravneniya matematicheskoj fiziki. M.: Nauka, 1972. 735 s.

2. Kats I.S. Opisanie mnozhestva spektral'nykh funktsij regulyarnoj struny, nesu-schej sosredotochennuyu massu na kontse, svobodnom ot granichnykh uslovij // Izv. vuzov. Matem. 1974. № 7. S. 27–33.

3. Golovatyj Yu.D. O sobstvennykh kolebaniyakh i sobstvennykh chastotakh uprugogo sterzhnya s prisoedinennoj massoj // Uspekhi mat. nauk. 1988. T. 43. Vyp. 4. S. 173–174.

4. Olejnik O.A., Soboleva T.S. O sobstvennykh kolebaniyakh neodnorodnoj struny s konechnym chislom prisoedinennykh mass // Uspekhi mat. nauk. 1988. T. 43. Vyp. 4. S. 187–188.

5. Mel'nik T.A., Nazarov S.A. Asimptoticheskij analiz zadachi Nejmana na soedine-nii tela s tonkimi tyazhelymi sterzhnyami // Algebra i analiz. 2000. T. 12 № 2. S. 188–238.

6. Peres M.E., Chechkin G.A., Yablokova E.I. O sobstvennykh kolebaniyakh tela s «legkimi» kontsentrirovannymi massami na poverkhnosti // Uspekhi mat. nauk. 2002. T. 57. Vyp. 6. S. 195–196.

7. Chechkin G.A. Rasscheplenie kratnogo sobstvennogo znacheniya v zadache o kontsentri-rovannykh massakh // Uspekhi mat. nauk. 2004. T. 59. Vyp. 4. S. 205–206.

8. Belotserkovskij P.M. Neustanovivshiesya kolebaniya beskonechnoj struny, nesuschej sosredotochennuyu massu i podderzhivaemuyu uprugovyazkimi podveskami // PMM. 2011. T. 75. № 5. S. 791–812.

9. Kholodovskij S.E. Metod svertyvaniya razlozhenij Fur'e v reshenii kraevykh zadach s pe-resekayuschimisya liniyami sopryazheniya // ZhVM i MF. 2007. T. 47. № 9. S. 1550–1556.

10. Kholodovskij S.E. Metod svertyvaniya razlozhenij Fur'e. Sluchaj obobschennykh uslovij sopryazheniya tipa treschiny (zavesy) v kusochno-neodnorodnykh sredakh // Diff. uravn. 2009. T.45. № 6. S. 855–859.