数学的基本概念和规律在现代技术领域的应用

N. Khudoyberdiyev, N. Tolipova
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摘要

本文我们将讨论工程实践者特有的数学公式和基本术语。数学可以以定义的形式快速而轻松地解决给定的问题,即使它被用作积分或矩阵。在本文中,可以尝试将数学矩阵的高级部分应用于发电,即通过在给定的电路图上添加各种加法和注释,我们可以识别电流矩阵。利用锥形缓冲物体等几种物理实体计算了旋转轴产生的动能,为确定电厂建设中的流体分布提供了精确的综合方法。当涉及到数学的各个部分,如力学、物理和工程时,综合微积分被称为连续数学。将积分积分法付诸实践的原因,一是与积分微分相反,二是积分内聚系数和阈值。这篇文章主要阐述了可以非常全面地解决问题的方法。
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APPLICATION THE BASIC CONCEPTS AND LAWS OF METHAMATICS IN THE FIELD OF MODERN TECHNOLOGY
This article we will discuss the mathematical formula and basic terms specific to engineering practitioners. Mathematics can solve a given problem quickly and easily in the form of a definition, even if it is used as an integral or matrix. In this article, it can be tried to apply the advanced portion of the mathematics matrix to the generation of electricity, i.e.by adding various additions and notes to the given circuit diagram, we can identify the current matrix.Several physical bodies, such as conical cushioning objects, were used to calculate the kinetic energy produced by rotating axes and to provide precise integrative methods for determining fluid distribution in power plant construction.When addressing various parts of mathematics, such as mechanics, physics and engineering, integrative calculus is called continuously of mathematics. The reasons for integrating the integrated kangi into practice are, first, the opposite of integral differentiation, and second, integral cohesion coefficient and threshold.This article mainly illustrates the ways in which problems can be solved in a very comprehensive way.
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