differential and integral calculus 中文意思是什麼

differential and integral calculus 解釋
微積分學
  • differential : adj 1 差別的，區別的；特定的。2 【數學】微分的。3 【物、機】差動的，差速的，差示的。n 1 （鐵路不...
  • and : n. 1. 附加條件。2. 〈常 pl. 〉附加細節。
  • integral : adj 1 完全的；缺一不可的，主要的。2 【數學】整的，積分的。n 全體，整體；【數學】積分。 definite i...
  • calculus : n. （pl. calculuses, -li ）1. 【醫學】結石，石；積石；牙垢。2. 【數學】運算，演算；微積分（學）。
  1. The branch of mathematics known as integral and differential calculus serves as a natural and powerful tool for attacking a variety of problems that arise in physics, astronomy, engineering, chemistry, geology, biology, and other fields including, rather recently, some of the social sciences

    以微積分而著稱的這一數學分支，作為一個自然的強有力的工具解決物理、文、工程、化學、天地質、生物以及包括較為近期的某些社會科學等領域出現的各種問題。
  2. Some applications of differential and integral calculus in elementary mathematics

    微積分在初等數學中的一些應用
  3. Only by assuming an infinitely small unit for observationa differential of historythat is, the homogeneous tendencies of men, and arriving at the integral calculus that is, taking the sum of those infinitesimal quantities, can we hope to arrive at the laws of history

    只有採取無限小的觀察單位歷史的微分，即人們的共同傾向，並運用積分法即得出這些無限小的總和，我們才有希望了解歷史的規律。
  4. Fractal dimension structure form of the cosmos are explored, and the mathematical foundation, which include the expressions of fractal dimension differential and calculus, regular space integral solutions of fractal dimension differential equations, the fractal calculus definitions of fractal measure as well as the measure computational equation of self - similar fractal, of fractal dimension calculus and fractal measure are given

    摘要探討了宇宙分維構造的形式，給出了分維微積分及分形測度的數學基礎，包括分維導數及分維微積分的表述形式、分維微分方程的規整空間積分解、分形測度的分維微積分定義及自相似分形的測度計算方程。
  5. From basic equations of elastic mechanics, related knowledge of fracture mechanics and frequent used methods of differential and integral calculus, bending fracture models of anisotropic functionally graded materials is established by assuming that material constants ( stiffness matrix component ) are expressed in arbitrary functions

    根據彈性力學的基本方程以及斷裂力學的有關理論及微積分方法，將材料常數（剛度系數）設為空間變量的任意函數，建立了各向異性功能梯度材料板彎曲斷裂模型，即三類偏微分方程邊值問題。
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