The numerical solution part is where the software is proceeding with the actual multiphysics calculation and solve the completely defined model. It is important to comprehend the solution procedure, as to have control on the predictions. There has been a vast amount of literature, comprising various...
But warm forging die sustains higher temperature and working pressure, the die wear is faster than those of hot forging and cold forging. The purpose of this research is to combine the experimental techniques, wear model and numerical simulation method to predict the wear of warm forging die. ...
functional analysisfunctional analysisnumerical analysisequationsiterative methodstopologyoperators (mathematics)Contents: Typical questions in numerical analysis;Various types of topological spaces;Ordering,convergence,compactness;Operators in pseudo-metric spaces;The general theorem; A principle for accuracy analysis...
This article presents the results of experiments concerning a computational fluid dynamics (CFD)/numerical analysis of the flow of air in the grinding zone during the sharpening of the face surface of hob cutters while using the MQL method. The carrying out of a simulation allows one to determin...
In this case, the Fundamental Asset Pricing Formula can be used as a base for the application of numerical methods, and in particular Monte Carlo simulations. To derive the Fundamental Asset Pricing Formula, we will need to: Define self-financing trading strategies and arbitrage strategies Discount...
Formation of supramolecular adducts of ferrocene (guest) and cyclic head-to-tail trimers (hosts) derived from bile acid: 3α-hydroxy-5β-cholan-24-oic acid triolide ( 1 ), 3α-hydroxy-7-oxo-5β-cholan-24-oic acid triolide ( 2 ), 3α-hydroxy-12-oxo-5β-cholan-24-oic acid trio...
The numerical simulation of the large scale industrial circulating fluidized bed (CFB) boilers, working under air- and oxy-fuel combustion are presented in
this is the first theoretical results derived for the stochastic Maxwell's equations. The rate of convergence is proved depending on the regularity of the solution. Numerical results are presented to confirm the theoretical analysis. Ext...
When t → ∞, each volume element of the trajectory of system (1) exponentially converges to zero with a rate of − 26, indicating that the trajectory of system (1) gradually moves towards a specific limit set of zero volume. Based on the numerical analysis results of Runge–Ku...
Numerical simulation is not a very efficient method of analysis. The more appropriate approach seems to be application of both numerical simulation together with multicriteria optimisation procedure. This paper analyses a simple example of the arrangement of two buildings, where geometric parameters L, ...