Molecular kinetic theory

Molecular kinetic theory
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Kinetic theory of molecules is a classical microscopic statistical theory that studies the properties and laws of thermal motion of matter. It believes that material is composed of molecule atom (hereinafter referred to as molecules). These molecules are in the process of non-stop and irregular thermal movement. There is an interaction between molecules, and the movement of molecules follows Newton's law of motion It establishes the relationship between the macroscopic quantity and the corresponding microscopic quantity average through the method of statistical average of a large number of molecules to quantitatively explain the equation of state, thermodynamic properties and microscopic essence of diffusion, heat conduction, viscosity, etc. of objects. Molecular kinetic theory is mainly applied to gases, also known as Kinetic theory of gas [1]
Chinese name
Molecular kinetic theory
Foreign name
kinetic theory of molecule
Field
thermodynamics

Formula of molecular kinetic theory

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set up Avogadro constant by N A , the volume of the object is V , quality is m , density is ρ mole Volume is V mol , mol quality amount by M , molecular volume is V zero , molecular weight is m zero , the number of molecules is n
(1) Molecular mass m zero = M / N A = V mol ρ / N A
(2) Molecular number n = mN A / M = VN A / V mol = VρN A / M = mN A / ρV mol
(3) Molecular volume of solid and liquid V zero And diameter d
V zero = V mol / N A = M / ρN A =1/6π d three
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Kinetic theory of gas molecules

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People move from molecules Microscopic model Start by giving some simplified assume , combined probability theory and statistical mechanics And put forward kinetic theory of gases, which is mainly as follows:
(1) Gas is composed of molecules, which are very small particle , the distance between each other is greater than the diameter of the molecule (10 -10 m) It is much larger, and the molecular volume can be slightly neglected compared with the gas volume.
(2) Gas molecules are in permanent state in all directions at different speeds Irregular motion in Typical examples are Diffusion phenomenon Brownian motion (All are indirect). The surface of Brownian motion reflects the irregular motion of macro particles, which actually reflects microcosmic Irregular movement of molecules.
(3) Except in mutual collision The interaction between gas molecules is weak, even negligible.
(4) Gas molecules collide with each other or with the wall Elastic collision
(5) The average kinetic energy of molecules and thermodynamics The temperature is proportional.
(6) There are interactions between molecules at the same time. Gravitation and repulsion The gravitational and repulsive forces decrease with the increase of the distance between molecules (the larger the molecular distance, the smaller the gravitational and repulsive forces; the smaller the molecular distance, the greater the gravitational and repulsive forces). However, the change of repulsion is faster than that of gravity, which actually shows the combined force of gravity and repulsion. Resultant force at 0~ r It shows repulsion when r ~Appears as gravity when ∞( r Is that gravity is equal to repulsion critical point )。