Sufficient conditions for the local controllability of systems with random parameters for an arbitrary number of system states
โ Scribed by Yu. V. Masterkov; L. I. Rodina
- Book ID
- 111503217
- Publisher
- Allerton Press, Inc.
- Year
- 2008
- Tongue
- English
- Weight
- 639 KB
- Volume
- 52
- Category
- Article
- ISSN
- 1066-369X
No coin nor oath required. For personal study only.
๐ SIMILAR VOLUMES
A system of linear differential equations with a Hurwitz matrix A and a variable delay is considered. The system is assumed to be stable if it is stable for any delay function (t) โค h. The necessary and sufficient condition for stability, expressed using the eigenvalues of the matrix A and the quant
new techmque of obtammg sufficient condltlons for umqueness of the steady state solutlon m dlstrlbuted parameter systems IS presented The method IS apphed for the cases of an adlabatlc or isothermal reactlon m a porous catalyst and for an adlabatlc tubular reactor with axial dlffuslon The condltlons
A sufficient condition is obtained for the stability of a catalyst pellet system with unit Lewis number and general boundary conditions. Specific results for spherical and cylindrical pellets are given. The stability can be determined in a concise manner. The sufficient condition is derived first fo