| Article |
|---|
| Article name |
On the Solution of Thermo-Physical System of Linear First Order Differential Equations with Constant Coefficients |
| Authors |
Batukhtin A.G. Candidate of Engineering, batuhtina_ir@mail.ruBatukhtina I.Y. Candidate of Physics and Mathematics, batuhtina_ir@mail.ru |
| Bibliographic description |
|
| Section |
Scientific Research |
| UDK |
517.9 |
| DOI |
|
| Article type |
|
| Annotation |
Thermo-physical system of linear first order differential equations with constant coefficients is considered. It was obtained by the solution as a finite sum of exponential functions with coefficients that are determined by the recurrence relations. The resulting solution can be used in solving a certain class engineering and economic problems (thermal, transport, information).
|
| Key words |
linear differential equations of the first order, recurrence relations, problem of thermo-physics. |
| Article information |
|
| References |
1. Goryachikh N. V., Batukhtin A. G. Ispol’zovanie faktornogo analiza dlya optimizatsii rezhimov raboty sistem teplosnabzheniya // Promyshlennaya energetika. 2013. № 9. S. 26 30.
2. Bass M. S., Batukhtin A. G., Trebunskikh S. A. Metodicheskie voprosy otsenki effektivnosti sistem tsentralizovannogo teplosnabzheniya // Nauchno-tekhnicheskie vedomosti SPbGPU. 2013. IVs 2. S. 80-84.
3. Batukhtin A. G., Kalugin A. V. Modelirovanie sovremennykh sistem tsentralizovannogo teplosnabzheniya // Vestnik IrGTU, 2011. T. 55. JVa 8. S. 84-91.
4. Batukhtin A. G. Optimizatsiya otpuska teploty ot TETs na osnove matematicheskogo modelirovaniya s uchetom funktsionirovaniya razlichnykh tipov potrebitelei: avtoref. dis. ... kand. tekhn. nauk: Ulan-Ude.: VSGTU, 2005. 16 s.
5. Batukhtin A. G., Makkaveev V. V. Primenenie optimizatsionnykh modelei funktsionirovaniya sistem teplosnabzheniya dlya snizheniya sebestoimosti teplovoi energii i uvelicheniya raspolagaemoi moshchnosti stantsii // Promyshlennaya energetika. 2010. № 3. S. 7-8. |
| Full article | On the Solution of Thermo-Physical System of Linear First Order Differential Equations with Constant Coefficients |
