Finite element solution to transient asymmetric heat conduction in multilayer annulus Research
This study investigate the heat transfer and thermal stresses for the time-dependent asymmetric heat conduction in a multilayer annulus by using finite element method. The realistic problem of isotropic multilayer annulus subjected to heat flux with internal heat generation and initial temperature is solved. The results of temperature and thermal stress have been computed numerically, illustrated graphically and interpreted technically. These results may be used in many engineering problem like combustion chamber, electric generator, compressor, hydraulic pumps etc. MSC: 35G30 • 35K20 • 74S05 • 80A20 • 80M10
Fully discrete formulation of Galerkin-Partial artificial diffusion finite element method for coupled Burgers ’ problem
In this paper, the fully discrete formulation of Galerkin partial artificial diffusion finite element method for solving coupled Burgers’ problem in 2-D is studied . The Crank-Nicholson method for the time variable is considered. The theoretical evidence proved the stability and proved that the error estimate is of order O (h 2r +k 5 2 ). The discretization with respect to space and time variables is applied. This leads to a large system of algebraic equations which are solved through implementation in MATLAB. The numerical results are compared with the exact solution. MSC: 65NXX • 65N30
First Insights into the Draft Genome Sequence of the Endophyte Paenibacillus amylolyticus Strain GM1FR, Isolated from Festuca rubra L.
ABSTRACT Paenibacillus amylolyticus strain GM1FR is an endophyte isolated from aerial plant tissues of Festuca rubra L. Here, we report the draft genome sequence (7.3 Mb) of GM1FR containing 6,241 protein-coding genes, some of which are potentially involved in plant growth promotion and biocontrol.