Generalized Burgers-Fisher equation是Burgers-Fisher非線性偏微分方程。
基本介紹
- 外文名:Generalized Burgers-Fisher equation
- 類型:數學專業術語
Generalized Burgers-Fisher equation是Burgers-Fisher非線性偏微分方程。
Fisher方程 費希爾方程( Fisher equation)是一個常見於熱傳導、燃燒理論、生物學、生態學等領域的非線性偏微分方程。定義 費希爾方程( Fisher equation)是一個常見於熱傳導、燃燒理論、生物學、生態學等領域的非線性偏微分方程.行波解 費希爾方程有三角函式和雙曲函式行波解:
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Existence and Stability of Static Solutions of the Landau-Lifshitz Equation with Multi-direct Effective Field The Ctassical Solutions to a Cauchy Problem of Papabolic Type Coupled with Operators 三維復Ginzburg-Landau方程的整體解的存在惟一性 Exponential Attractor for the Generalized Burgers-BBM Equation ...
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伯格斯方程 Burgers equation 對流擴散方程 convection diffusion equation KdV 方程 KdV equation 修正微分方程 modified differential equation 拉克斯等價定理 Lax equivalence theorem 數值模擬 numerical simulation 大渦模擬 large eddy simulation 數值粘性 numerical viscosity 非線性不穩定性 nonlinear instability 希爾特穩定...
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7.2.2 The Burgers equation 7.2.3 A nonlinear boundary-value problem 7.2.4 Invariant solutions for an irrigation system 7.2.5 Invariant solutions for a tumour growth model 7.2.6 An example from nonlinear optics 7.3 Invariance and conservation laws 7.3.1 Introduction 7.3.2 Preliminaries ...
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