Расчёт задержек в межсоединениях цифровых БИС с учётом электротепловых эффектов
This article contains four parts. In the first section I investigate the relations between the transcendental and the mundane aspects of the facticity of the phenomenological reduction. The second section is dedicated to the examination of the transcendental situation of the reduction in terms of the «ongoing constitution» and the «indetermination of the transcendental life». In the third section I problematize the phenomenological research as an «enrichment of facticity». It helps me to provide in the fourth section the conclusion which concerns the facticity of the transcendental and the mundane modes of being.
In this paper, a new approach to the construction of a new computational scheme for calculating the reduced system of linear differential equations based on Euler's method. The idea of development is based on the reduction of mathematical expressions that define explicit and implicit Euler methods. New computational scheme provides benefits on time calculating unknown quantities in the local area, designated by the user, 2-3 orders of magnitude compared with the calculation of the unknown complete model with traditional methods.
The paper considers the implementation of the basic algorithms for constructing the reduced computational schemes for the numerical integration of the system of linear differential equations by Euler's method. Shows the time and construction costs reduced by calculation scheme as compared with conventional numerical methods. Payment scheme for computing large mathematical models occurs at 2-3 orders of magnitude faster used in specialized software techniques.
The authors developed new reduced computational schemes for the numerical integration of systems of linear differential equations on the basis of methods of Euler. Thus not subjected to the reduction of the original model in the form of a system of linear ordinary differential equations, and mathematical expressions that determine the explicit and implicit methods of Euler. Using a new computational schemes for time calculation of unknown quantities in the local area marked by the user, was reduced by 2-3 orders of magnitude compared with calculation of unknown complete model. The article describes the conclusion of new reduced computational schemes, given the complexity of building one of them.