**V.S L'vov[], Yu. L'vov[], A.C. Newell
[] and V. Zakharov[-]**

[] Departments of Chemical Physics, The Weizmann
Institute of Science, Rehovot 76100, Israel,

[,,-]
Department of Mathematics, The University of Arizona,
Tucson, Az, 85721, USA

[-] Landau Institute for Theoretical
Physics, Russian Acad. of Sci., 117940, GSP-1, Moscow, Kosigina 2,
Russia

We develop expressions for the nonlinear wave damping and frequency
correction of a field of random, spatially homogeneous, acoustic
waves. The implications for the nature of the equilibrium spectral
energy distribution are discussed.

PACS numbers

- Introduction and General Discussion
- Basic equation of motion for weak acoustic turbulence
- Straightforward Approach
- Hamiltonian Description of Acoustic Turbulence
- Relations between Wave Amplitudes with Normal Variables of Acoustic Turbulence .

- Long-time Analysis of statistical behavior
- Diagrammatic Approach to Acoustic Turbulence
- Objects of Diagrammatic Technique
- The Dyson-Wyld equations
- One-pole approximation
- One-loop approximation

- Conclusion
- Rules for writing and reading of diagrams for mass operators
- Calculation of -details
- Estimation of the two-loop diagrams.
- Bibliography
- About this document ...

Dr Yuri V Lvov 2007-01-17