Avrami方程_百度百科
Avrami方程是约翰逊—梅尔(Johnson-Mehl)理论体系的核心组成部分,主要用于定量分析固态相变过程中新相体积分数随时间和温度的变化规律。
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Avrami方程是约翰逊—梅尔(Johnson-Mehl)理论体系的核心组成部分,主要用于定量分析固态相变过程中新相体积分数随时间和温度的变化规律。
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The Avrami equation was applied in cancer biophysics in two aspects. First aspect is connected with tumor growth and cancer cells kinetics, [8] which can be described by the sigmoidal curve.
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α 阿尔法, β 贝塔, γ 伽玛,δ 德尔塔, ε 伊普西隆, ζ 泽塔, η 伊塔, θ 西塔, ι 约塔, κ 卡帕, λ 兰姆达,μ 米欧 ,ν 纽, ξ 克西, ο 欧米克隆, π 派, ρ 柔 ,σ 西格玛, τ 陶 ,υ…
Jul 1, 1998 · Between 1939 and 1940 Avrami publishes two, now famous, works on the subject. In the first the author gives a formal solution of the kinetics of growth in terms of a series.
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Jun 21, 2023 · The Johnson–Mehl–Avrami–Kolmogorov (JMAK) formalization, often referred to as the Avrami equation, was originally developed to describe the progress of phase transformations in material systems.
The Avrami equation describes how solids transform from one phase to another at constant temperature, such as the kinetics of crystallization. It was first derived by Kolmogorov in 1937 and popularized by Melvin Avram...