CN115132286A - A method for constructing closed cell molecular model of foamed polymer - Google Patents
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Abstract
Description
技术领域technical field
本发明涉及分子模拟方法技术领域,特别涉及一种发泡高聚物闭合泡孔分子模型的构建方法。The invention relates to the technical field of molecular simulation methods, in particular to a method for constructing a closed cell molecular model of a foamed polymer.
背景技术Background technique
发泡高聚物因其具有抗渗性好、耐久性好、绿色环保等优点在实际工程尤其是非开挖无损修复中得到了广泛应用,力学特性是决定其修复效果的主要因素。对发泡高聚物力学特性产生影响的主要因素有:密度、应变速率、温度等,因此,国内外进行了广泛的实验和有限元模拟研究,揭示了以上主要因素对发泡高聚物材料宏观力学特性影响的一般规律,取得了一定的有益认识。而材料的力学特性的宏观表现是由微观的分子运动机制决定的,现有的宏观实验很难从分子尺度解释发泡高聚物变形、破坏的机制。针对上述问题,国内外一些学者采用分子动力学模拟方法研究了聚合物弹性体的微观力学特性和其受力变形时体系内分子链的运动机制,从分子尺度解释了聚合物宏观力学特性变化的原因。尽管相关的研究工作相继报道,仍缺乏对发泡高聚物材料的分子动力学模拟研究,发泡高聚物受力变形时,内部的分子运动机理及其与高聚物弹性体相比有何不同尚不明确。Foamed polymer has been widely used in practical engineering, especially in non-excavation and non-destructive repair due to its advantages of good impermeability, good durability, and environmental protection. Mechanical properties are the main factors that determine its repair effect. The main factors that affect the mechanical properties of foamed polymer materials are: density, strain rate, temperature, etc. Therefore, extensive experiments and finite element simulation studies have been carried out at home and abroad, revealing that the above main factors have an impact on foamed polymer materials. The general law of the influence of macroscopic mechanical properties has gained some useful understanding. The macroscopic performance of the mechanical properties of the material is determined by the microscopic molecular motion mechanism, and it is difficult to explain the deformation and destruction mechanism of the foamed polymer from the molecular scale by the existing macroscopic experiments. In response to the above problems, some scholars at home and abroad have used molecular dynamics simulation methods to study the micro-mechanical properties of polymer elastomers and the motion mechanism of molecular chains in the system when they are deformed by force, and explain the changes in macro-mechanical properties of polymers from the molecular scale. reason. Although related research work has been reported successively, there is still a lack of molecular dynamics simulation research on foamed polymer materials. The difference is unclear.
分子动力学模拟是一种模拟物质分子运动的数值模拟技术,通过求解体系原子的牛顿运动方程,可以得到不同时刻体系原子的位置、体系结构变化情况、体系和原子能量、体系热力学性质等信息,可以从分子尺度解释材料的力学特性,这弥补了实验的不足。随着近些年计算机计算能力和计算算法的快速发展,分子动力学模拟在高聚物研究中得到了广泛应用。现阶段,对于不同密度发泡高聚物闭合泡孔分子模型构建方法的研究尚未见相关报道。Molecular dynamics simulation is a numerical simulation technology that simulates the motion of material molecules. By solving the Newtonian equation of motion of the atoms in the system, information such as the position of the atoms in the system, the changes of the system structure, the energy of the system and the atoms, and the thermodynamic properties of the system can be obtained at different times. The mechanical properties of the material can be explained at the molecular scale, which makes up for the lack of experiments. With the rapid development of computer computing power and computing algorithms in recent years, molecular dynamics simulations have been widely used in polymer research. At this stage, there are no relevant reports on the construction of molecular models of closed cells of foamed polymers with different densities.
发明内容SUMMARY OF THE INVENTION
基于此,本发明提供了一种发泡高聚物闭合泡孔分子模型的构建方法,以实现对发泡高聚物闭合泡孔分子模型的构建。Based on this, the present invention provides a method for constructing a closed cell molecular model of a foamed polymer, so as to realize the construction of a closed cell molecular model of a foamed polymer.
本发明的一种发泡高聚物闭合泡孔分子模型的构建方法,包括以下步骤:A method for constructing a foamed polymer closed cell molecular model of the present invention comprises the following steps:
步骤1:利用Materials Studio软件中的Amorphous Cell模块构建高聚物初始分子模型,采用Python程序编程将OPLSAA力场添加到高聚物初始分子模型;Step 1: Use the Amorphous Cell module in the Materials Studio software to build the initial molecular model of the polymer, and use Python programming to add the OPLSAA force field to the initial molecular model of the polymer;
步骤2:利用Lammps软件对添加力场后的高聚物初始分子模型进行能量最小化处理;Step 2: Use Lammps software to minimize the energy of the initial molecular model of the polymer after adding the force field;
步骤3:利用Lammps软件对进行能量最小化处理后的高聚物初始分子模型进行动力学弛豫;Step 3: Use Lammps software to perform kinetic relaxation on the initial molecular model of the polymer after energy minimization;
步骤4:在弛豫后的高聚物初始分子模型中引入泡孔,生成目标密度的高聚物闭合泡孔模型;Step 4: Introduce cells into the initial molecular model of the polymer after relaxation to generate a polymer closed cell model of the target density;
步骤5:释放高聚物闭合泡孔模型中由于泡孔约束产生的局部应力;Step 5: Release the local stress due to cell constraints in the polymer closed cell model;
步骤6:在高聚物闭合泡孔模型的密度和构象稳定后,去除内外泡孔约束,在600K温度下,对高聚物闭合泡孔模型进行NPT弛豫,设定弛豫时间为100Ps,设定压强为1Pa;将弛豫后的高聚物闭合泡孔模型降温到300K,在300K温度下,继续对高聚物闭合泡孔模型进行NPT弛豫,设定弛豫时间为100Ps,设定压强为1Pa,得到稳定构型的发泡高聚物闭合泡孔分子模型。Step 6: After the density and conformation of the polymer closed cell model are stabilized, remove the internal and external cell constraints, and perform NPT relaxation on the polymer closed cell model at a temperature of 600K, and set the relaxation time to 100Ps. Set the pressure to 1Pa; cool down the polymer closed cell model after relaxation to 300K, continue to perform NPT relaxation on the polymer closed cell model at a temperature of 300K, set the relaxation time to 100Ps, set The constant pressure is 1Pa, and the closed-cell molecular model of foamed polymer with stable configuration is obtained.
可选的,所述采用Python程序编程将OPLSAA力场添加到高聚物初始分子模型包括:Optionally, the use of Python programming to add the OPLSAA force field to the initial molecular model of the polymer includes:
在LigParGen中获得对应高聚物初始分子模型的OPLSAA力场参数,然后根据OPLSAA力场参数中包含的原子类型和拓扑类型,编写Python脚本修改高聚物初始分子模型的原子类型和拓扑类型,使高聚物初始分子模型的原子类型和拓扑类型与OPLSAA力场参数中包含的原子类型和拓扑类型一致。Obtain the OPLSAA force field parameters corresponding to the initial molecular model of the polymer in LigParGen, and then write a Python script to modify the atom type and topology type of the polymer initial molecular model according to the atom type and topology type contained in the OPLSAA force field parameters, so that The atomic type and topological type of the initial molecular model of the polymer are consistent with the atomic type and topological type contained in the OPLSAA force field parameters.
可选的,所述利用Lammps软件对添加力场后的高聚物初始分子模型进行能量最小化处理包括:Optionally, the use of Lammps software to perform energy minimization processing on the initial molecular model of the polymer after adding the force field includes:
在Lammps软件中利用min_style命令,选择共轭梯度算法的Polak-Ribiere版本,设定最大迭代步数为5000步,设定时间步长为0.5fs。Use the min_style command in the Lammps software to select the Polak-Ribiere version of the conjugate gradient algorithm, set the maximum number of iteration steps to 5000 steps, and set the time step to 0.5fs.
可选的,在弛豫后的高聚物初始分子模型中引入泡孔,生成目标密度的高聚物闭合泡孔模型包括:Optionally, cells are introduced into the initial molecular model of the polymer after relaxation, and the closed cell model of the polymer with the target density is generated, including:
在弛豫后的高聚物初始分子模型内引入一个球形泡孔,记为内部泡孔,所述内部泡孔的中心与高聚物初始分子模型的中心重合,所述内部泡孔的孔径从零开始逐渐增大;A spherical cell is introduced into the initial molecular model of the polymer after relaxation, denoted as an internal cell, the center of the internal cell coincides with the center of the initial molecular model of the polymer, and the pore size of the internal cell is from gradually increase from zero;
在引入内部泡孔后的高聚物初始分子模型外引入一个球形泡孔,记为外部泡孔,所述外部泡孔的中心与高聚物初始分子模型的中心重合,外部泡孔的最小初始孔径以完全包裹住高聚物初始分子模型的全部原子为标准进行计算得到,所述外部泡孔的孔径不断减小;A spherical cell is introduced outside the initial molecular model of the polymer after the introduction of the internal cell, denoted as external cell, the center of the external cell coincides with the center of the initial molecular model of the polymer, and the minimum initial value of the external cell is The pore size is calculated based on the standard of all atoms that completely enclose the initial molecular model of the polymer, and the pore size of the outer cell is continuously reduced;
将引入内部泡孔和外部泡孔的高聚物初始分子模型记为高聚物闭合泡孔模型,调整高聚物闭合泡孔模型的内外泡孔的变化速率,直至高聚物闭合泡孔模型达到所述目标密度。The initial molecular model of the polymer introduced into the internal and external cells is recorded as the closed cell model of the polymer, and the rate of change of the internal and external cells of the closed cell model of the polymer is adjusted until the closed cell model of the polymer is reached. The target density is reached.
可选的,在弛豫后的高聚物初始分子模型中引入泡孔,生成目标密度的高聚物闭合泡孔模型包括:Optionally, cells are introduced into the initial molecular model of the polymer after relaxation, and the closed cell model of the polymer with the target density is generated, including:
在Lammps软件中利用fix indent命令,设定力常数为10,内部泡孔的增大速率和外部泡孔的减小速率根据高聚物闭合泡孔模型的大小和目标密度的大小设定,所述外部泡孔的最小初始孔径通过以下公式进行计算:Using the fix indent command in Lammps software, set the force constant to 10, the increase rate of internal cells and the decrease rate of external cells are set according to the size of the polymer closed cell model and the size of the target density, so The minimum initial pore size of the external cells is calculated by the following formula:
其中,r外为所述外部泡孔的最小初始孔径,L为弛豫后的高聚物初始分子模型的边长。Wherein, outside r is the minimum initial pore size of the outer cell, and L is the edge length of the initial molecular model of the polymer after relaxation.
可选的,所述利用Lammps软件对进行能量最小化处理后的高聚物初始分子模型进行动力学弛豫包括:Optionally, the dynamic relaxation of the initial molecular model of the polymer after the energy minimization treatment using Lammps software includes:
对进行能量最小化处理后的高聚物初始分子模型进行100Ps的NVT动力学弛豫,使高聚物初始分子模型中每条独立的聚合物链充分弛豫;弛豫过程中,设定力场为OPLSAA力场,采用Nose热浴法控制温度,采用Berendsen恒压法控制压强,范德华作用力采用LJ相互作用,静电相互作用采用PPPM法求解;Perform 100Ps NVT kinetic relaxation on the initial molecular model of the polymer after the energy minimization treatment, so that each independent polymer chain in the initial molecular model of the polymer is fully relaxed; during the relaxation process, set the force The field is the OPLSAA force field, the temperature is controlled by the Nose thermal bath method, the pressure is controlled by the Berendsen constant pressure method, the van der Waals force is solved by the LJ interaction, and the electrostatic interaction is solved by the PPPM method;
对高聚物初始分子模型进行NPT分子动力学模拟,在800Pa压力、600K温度条件下继续对高聚物初始分子模型进行弛豫,设定弛豫时间为1000ps,设定时间步长为0.5fs;Perform NPT molecular dynamics simulation on the initial molecular model of the polymer, and continue to relax the initial molecular model of the polymer at a pressure of 800Pa and a temperature of 600K. The relaxation time is set to 1000ps and the time step is set to 0.5fs ;
控制高聚物初始分子模型的温度不变,将压强降至1Pa,降压完成后,控制压强和温度不变,在1Pa压力和600K温度条件下,继续对高聚物初始分子模型进行弛豫,设定弛豫时间为100ps。Control the temperature of the initial molecular model of the polymer to remain unchanged, and reduce the pressure to 1Pa. After the depressurization is completed, control the pressure and temperature to remain unchanged, and continue to relax the initial molecular model of the polymer under the conditions of 1Pa pressure and 600K temperature. , and set the relaxation time to 100 ps.
可选的,所述释放高聚物闭合泡孔模型中由于泡孔约束产生的局部应力包括:Optionally, the local stress generated due to cell confinement in the closed cell model of the released polymer includes:
在高聚物闭合泡孔模型达到目标密度后,内部泡孔孔径和外部泡孔孔径分别记为r内end和r外end;保持内部泡孔孔径r内end不变,所述外部泡孔的孔径从初始值r外逐渐减小到r外end,多次循环,直至所述外部泡孔孔径从初始值r外减小到r外end的过程中,所述高聚物闭合泡孔模型的密度和构象无变化。After the closed cell model of the polymer reaches the target density, the inner cell diameter and the outer cell diameter are denoted as rinend and routend respectively; keeping the inner cell diameter rinend unchanged, the outer cell diameter The pore size gradually decreases from the initial value r to the end of r, and after repeated cycles, until the pore size of the outer cell decreases from the initial value r to the end of r, the closed cell model of the high polymer is in the process. No change in density and conformation.
本发明的有益效果:Beneficial effects of the present invention:
本发明的一种发泡高聚物闭合泡孔分子模型的构建方法,弥补了现有高聚物分子模型的不足,有助于发泡高聚物分子模拟工作的开展,利用该模型可以进一步明确发泡高聚物宏观变形和宏观力学特性的微观机理,促进发泡高聚物材料性能的提升,更大程度发挥发泡高聚物的工程效益。The method for constructing a foamed polymer closed cell molecular model of the present invention makes up for the deficiencies of the existing polymer molecular models, and is helpful for the development of foamed polymer molecular simulation work. The model can be used to further To clarify the micro-mechanism of macro-deformation and macro-mechanical properties of foamed polymer, promote the improvement of foamed polymer material properties, and maximize the engineering benefits of foamed polymer.
附图说明Description of drawings
为了更清楚地说明本发明实施例中的技术方案,下面将对实施例或现有技术描述中所需要使用的附图作简单地介绍,显而易见地,下面描述中的附图仅仅是本发明的一些实施例,对于本领域普通技术人员来讲,在不付出创造性劳动性的前提下,还可以根据这些附图获得其他的附图。In order to illustrate the technical solutions in the embodiments of the present invention more clearly, the following briefly introduces the accompanying drawings that need to be used in the description of the embodiments or the prior art. Obviously, the drawings in the following description are only for the present invention. In some embodiments, for those of ordinary skill in the art, other drawings can also be obtained according to these drawings without any creative effort.
图1是本发明提供的一种发泡高聚物闭合泡孔分子模型的构建方法的流程图;Fig. 1 is the flow chart of the construction method of a kind of foamed polymer closed cell molecular model provided by the invention;
图2是本发明提供的一种长链聚氨酯的化学结构式图;Fig. 2 is the chemical structure diagram of a kind of long-chain polyurethane provided by the invention;
图3是本发明提供的动力学弛豫后的聚氨酯分子模型图;Fig. 3 is the polyurethane molecular model diagram after dynamic relaxation provided by the present invention;
图4是本发明提供的高聚物闭合泡孔模型的成泡过程图;Fig. 4 is the foaming process diagram of the polymer closed cell model provided by the present invention;
图5是本发明提供的建成的0.35g/cm3发泡高聚物闭合泡孔分子模型的剖面图。FIG. 5 is a cross-sectional view of a closed-cell molecular model of a 0.35 g/cm 3 foamed high polymer provided by the present invention.
具体实施方式Detailed ways
以下描述中,为了说明而不是为了限定,提出了诸如特定系统结构、技术之类的具体细节,以便透彻理解本发明实施例。为了说明本发明的技术方案,下面通过具体实施例来进行说明。In the following description, for the purpose of illustration rather than limitation, specific details such as specific system structures and technologies are set forth in order to provide a thorough understanding of the embodiments of the present invention. In order to illustrate the technical solutions of the present invention, the following specific embodiments are used for description.
参见图1,是本实施例提供的一种发泡高聚物闭合泡孔分子模型的构建方法的流程图,该方法可以包括以下步骤:Referring to FIG. 1, it is a flow chart of a method for constructing a foamed polymer closed cell molecular model provided by the present embodiment, and the method may include the following steps:
步骤1:利用Materials Studio软件中的Amorphous Cell模块构建高聚物初始分子模型,采用Python程序编程将OPLSAA力场添加到高聚物初始分子模型。Step 1: Use the Amorphous Cell module in the Materials Studio software to build the initial molecular model of the polymer, and use Python programming to add the OPLSAA force field to the initial molecular model of the polymer.
本实施例中,高聚物初始分子模型选取的高聚物为非水反应发泡聚氨酯,非水反应发泡聚氨酯的主要合成材料为为多苯基甲烷多异氰酸酯(MDI)和蔗糖聚醚多元醇,结构式如图2所示,利用Materials Studio软件中的Amorphous Cell模块构建高聚物初始分子模型,采用Python程序编程将OPLSAA力场添加到高聚物初始分子模型。In this embodiment, the polymer selected by the initial molecular model of the polymer is non-aqueous reactive foaming polyurethane, and the main synthetic materials of non-aqueous reactive foaming polyurethane are polyphenylmethane polyisocyanate (MDI) and sucrose polyether polyol Alcohol, the structural formula is shown in Figure 2. The Amorphous Cell module in the Materials Studio software was used to build the initial molecular model of the polymer, and the OPLSAA force field was added to the initial molecular model of the polymer using Python programming.
高聚物初始分子模型添加OPLSAA力场的具体实现方法是:在LigParGen中获得对应高聚物初始分子模型的OPLSAA力场参数,然后根据OPLSAA力场参数中包含的原子类型和拓扑类型,编写Python脚本修改高聚物初始分子模型的原子类型和拓扑类型,使高聚物初始分子模型的原子类型和拓扑类型与OPLSAA力场参数中包含的原子类型和拓扑类型一致。The specific implementation method of adding the OPLSAA force field to the polymer initial molecular model is: obtain the OPLSAA force field parameters corresponding to the polymer initial molecular model in LigParGen, and then write Python according to the atom type and topology type contained in the OPLSAA force field parameters. The script modifies the atomic type and topological type of the initial molecular model of the polymer, so that the atomic type and topological type of the initial molecular model of the polymer are consistent with the atomic type and topological type contained in the OPLSAA force field parameters.
步骤2:利用Lammps软件对添加力场后的高聚物初始分子模型进行能量最小化处理。Step 2: Use Lammps software to perform energy minimization on the initial molecular model of the polymer after adding the force field.
本实施例中,通过对添加力场后高聚物初始分子模型进行能量最小化处理来优化高聚物初始分子模型。其中,能量最小化处理的具体实现方法为:在Lammps软件中利用min_style命令,选择共轭梯度(cg)算法的Polak-Ribiere版本,设定最大迭代步数为5000步,设定时间步长为0.5fs。In this embodiment, the initial molecular model of the polymer is optimized by performing an energy minimization process on the initial molecular model of the polymer after adding the force field. Among them, the specific implementation method of the energy minimization process is: use the min_style command in the Lammps software, select the Polak-Ribiere version of the conjugate gradient (cg) algorithm, set the maximum number of iteration steps to 5000 steps, and set the time step to 0.5fs.
步骤3:利用Lammps软件对进行能量最小化处理后的高聚物初始分子模型进行动力学弛豫。Step 3: Use Lammps software to perform kinetic relaxation on the initial molecular model of the polymer after energy minimization treatment.
本实施例中,利用Lammps软件对进行能量最小化处理后的高聚物初始分子模型进行动力学弛豫的具体方法如下:In this embodiment, the specific method for dynamic relaxation of the initial molecular model of the polymer after the energy minimization treatment using the Lammps software is as follows:
步骤301,对进行能量最小化处理后的高聚物初始分子模型进行100Ps的NVT动力学弛豫,使高聚物初始分子模型中每条独立的聚合物链充分弛豫;弛豫过程中,设定力场为OPLSAA力场,采用Nose热浴法控制温度,采用Berendsen恒压法控制压强,范德华作用力采用LJ相互作用,静电相互作用采用PPPM法求解。Step 301, performing 100Ps NVT kinetic relaxation on the initial molecular model of the polymer after the energy minimization treatment, so that each independent polymer chain in the initial molecular model of the polymer is fully relaxed; during the relaxation process, The force field is set as the OPLSAA force field, the temperature is controlled by the Nose thermal bath method, the pressure is controlled by the Berendsen constant pressure method, the van der Waals force is solved by the LJ interaction, and the electrostatic interaction is solved by the PPPM method.
步骤302,对高聚物初始分子模型进行NPT分子动力学模拟,在800Pa压力、600K温度条件下继续对高聚物初始分子模型进行弛豫,设定弛豫时间为1000ps,设定时间步长为0.5fs。Step 302, perform NPT molecular dynamics simulation on the initial molecular model of the polymer, continue to relax the initial molecular model of the polymer under the conditions of 800Pa pressure and 600K temperature, set the relaxation time to 1000ps, and set the time step is 0.5fs.
步骤303,控制高聚物初始分子模型的温度不变,将压强降至1Pa,降压完成后,控制压强和温度不变,在1Pa压力和600K温度条件下,继续对高聚物初始分子模型进行弛豫,设定弛豫时间为100ps。Step 303, control the temperature of the initial molecular model of the polymer to remain unchanged, reduce the pressure to 1Pa, and after the depressurization is completed, control the pressure and temperature to remain unchanged, and continue to analyze the initial molecular model of the polymer under the conditions of a pressure of 1Pa and a temperature of 600K. Relaxation was performed, and the relaxation time was set to 100 ps.
步骤4:在弛豫后的高聚物初始分子模型中引入泡孔,生成目标密度的高聚物闭合泡孔模型。Step 4: Introduce cells into the initial molecular model of the polymer after relaxation to generate a closed cell model of the polymer with the target density.
如图4所示为高聚物闭合泡孔模型的成泡过程,在弛豫后的高聚物初始分子模型内引入一个球形泡孔,记为内部泡孔,所述内部泡孔的中心与高聚物初始分子模型的中心重合,所述内部泡孔的孔径从零开始逐渐增大;Figure 4 shows the foaming process of the closed cell model of the polymer. A spherical cell is introduced into the initial molecular model of the polymer after relaxation, which is recorded as an internal cell. The center of the internal cell is the same as The centers of the initial molecular models of the polymer overlap, and the pore size of the internal cells gradually increases from zero;
为了体现泡孔在膨胀过程中,其他泡孔和周围高聚物基质对其膨胀的约束作用,在引入内部泡孔后的高聚物初始分子模型外引入一个球形泡孔,记为外部泡孔,所述外部泡孔的中心与高聚物初始分子模型的中心重合,外部泡孔的最小初始孔径以完全包裹住高聚物初始分子模型的全部原子为标准进行计算得到,所述外部泡孔的孔径不断减小。In order to reflect the constraining effect of other cells and the surrounding polymer matrix on the expansion of the cell during the expansion process, a spherical cell is introduced outside the initial molecular model of the polymer after the introduction of the internal cell, which is recorded as the external cell , the center of the outer cell coincides with the center of the initial molecular model of the polymer, and the minimum initial pore size of the outer cell is calculated based on the standard of all the atoms that completely wrap the initial molecular model of the polymer. The pore size keeps decreasing.
将引入内部泡孔和外部泡孔的高聚物初始分子模型记为高聚物闭合泡孔模型,调整高聚物闭合泡孔模型的内外泡孔的变化速率,直至高聚物闭合泡孔模型达到所述目标密度。The initial molecular model of the polymer introduced into the internal and external cells is recorded as the closed cell model of the polymer, and the rate of change of the internal and external cells of the closed cell model of the polymer is adjusted until the closed cell model of the polymer is reached. The target density is reached.
本实施例中,引入内外泡孔的方法为:在Lammps软件中利用fix indent命令,设定力常数为10,内部泡孔的增大速率和外部泡孔的减小速率根据高聚物闭合泡孔模型的大小和目标密度的大小设定,所述外部泡孔的最小初始孔径通过以下公式(1)进行计算:In this embodiment, the method for introducing internal and external cells is as follows: using the fix indent command in the Lammps software, setting the force constant to 10, and the increase rate of the internal cells and the reduction rate of the external cells are based on the closed cells of the polymer. The size of the pore model and the size of the target density are set, and the minimum initial pore size of the outer cells is calculated by the following formula (1):
其中,r外为所述外部泡孔的最小初始孔径,L为弛豫后的高聚物初始分子模型的边长。Wherein, outside r is the minimum initial pore size of the outer cell, and L is the edge length of the initial molecular model of the polymer after relaxation.
为了得到0.35g/cm3的高聚物闭合泡孔模型,内部泡孔孔径的增速率和外部泡孔孔径的减小速率均设定为0.1nm/ps。In order to obtain the closed cell model of the polymer at 0.35 g/cm3, both the increase rate of the inner cell size and the decrease rate of the outer cell size were set to be 0.1 nm/ps.
步骤5:释放高聚物闭合泡孔模型中由于泡孔约束产生的局部应力。Step 5: Release the local stress due to cell confinement in the polymer closed cell model.
本实施例中,释放由于内外泡孔约束产生的局部应力的方法为:在高聚物闭合泡孔模型达到目标密度后,内部泡孔孔径和外部泡孔孔径分别记为r内end和r外end。然后保持内部泡孔孔径为r内end不变,所述外部泡孔的孔径从初始值r外再逐渐减小到r外end,多次循环,直至所述外部泡孔孔径从初始值r外减小到r外end的过程中,所述高聚物闭合泡孔模型的密度和构象无明显变化,此时高聚物闭合泡孔模型已达到稳定状态。In this embodiment, the method for releasing the local stress due to the constraints of the inner and outer cells is: after the closed cell model of the polymer reaches the target density, the inner cell diameter and the outer cell diameter are recorded as rinend and routrespectively . end . Then keep the pore size of the inner cell at r and end unchanged, and the pore size of the outer cell gradually decreases from the initial value r outside to r outside end , and repeats for many times until the outer cell pore size changes from the initial value r outside During the process of decreasing to the outer end of r, the density and conformation of the closed cell model of the polymer did not change significantly, and the closed cell model of the polymer had reached a stable state at this time.
步骤6:在高聚物闭合泡孔模型的密度和构象稳定后,去除内外泡孔约束,在600K温度下,对高聚物闭合泡孔模型进行NPT弛豫,设定弛豫时间为100Ps,设定压强为1Pa;将弛豫后的高聚物闭合泡孔模型降温到300K,在300K温度下,继续对高聚物闭合泡孔模型进行NPT弛豫,设定弛豫时间为100Ps,设定压强为1Pa,得到稳定构型的发泡高聚物闭合泡孔分子模型。Step 6: After the density and conformation of the polymer closed cell model are stabilized, remove the internal and external cell constraints, and perform NPT relaxation on the polymer closed cell model at a temperature of 600K, and set the relaxation time to 100Ps. Set the pressure to 1Pa; cool down the polymer closed cell model after relaxation to 300K, continue to perform NPT relaxation on the polymer closed cell model at a temperature of 300K, set the relaxation time to 100Ps, set The constant pressure is 1Pa, and the closed-cell molecular model of foamed polymer with stable configuration is obtained.
作为一个示例,本实施例得到的0.35g/cm3发泡高聚物闭合泡孔分子模型的剖面图如图5所示。As an example, the cross-sectional view of the closed cell molecular model of the 0.35 g/
本实施例的发泡高聚物闭合泡孔分子模型的构建方法,弥补了现有高聚物分子模型的不足,有助于发泡高聚物分子模拟工作的开展,利用该模型可以进一步明确发泡高聚物宏观变形和宏观力学特性的微观机理,促进发泡高聚物材料性能的提升,更大程度发挥发泡高聚物的工程效益。The construction method of the foamed polymer closed cell molecular model in this embodiment makes up for the deficiency of the existing polymer molecular model, and is helpful for the development of the foamed polymer molecular simulation work. The model can be used to further clarify The micro-mechanism of macro-deformation and macro-mechanical properties of the foamed polymer promotes the improvement of the properties of the foamed polymer material and maximizes the engineering benefits of the foamed polymer.
以上所述实施例仅用以说明本发明的技术方案,而非对其限制;尽管参照前述实施例对本发明进行了详细的说明,本领域的普通技术人员应当理解:其依然可以对前述各实施例所记载的技术方案进行修改,或者对其中部分技术特征进行等同替换;而这些修改或者替换,并不使相应技术方案的本质脱离本发明各实施例技术方案的精神和范围,均应包含在本发明的保护范围之内。The above-mentioned embodiments are only used to illustrate the technical solutions of the present invention, but not to limit them; although the present invention has been described in detail with reference to the foregoing embodiments, those of ordinary skill in the art should understand that: it is still possible to implement the foregoing implementations. The technical solutions described in the examples are modified, or some technical features thereof are equivalently replaced; and these modifications or replacements do not make the essence of the corresponding technical solutions deviate from the spirit and scope of the technical solutions of the embodiments of the present invention, and should be included in the within the protection scope of the present invention.
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Cited By (2)
Publication number | Priority date | Publication date | Assignee | Title |
---|---|---|---|---|
CN117012292A (en) * | 2023-08-03 | 2023-11-07 | 盐城师范学院 | Research simulation method and system for tree-shaped molecular structure in self-driven particle bath |
CN117423394A (en) * | 2023-10-19 | 2024-01-19 | 中北大学 | ReaxFF post-treatment method based on Python extraction product, cluster and chemical bond information |
Citations (5)
Publication number | Priority date | Publication date | Assignee | Title |
---|---|---|---|---|
CN107133458A (en) * | 2017-04-24 | 2017-09-05 | 西南石油大学 | Evaluation Method of Gas Dissolution Characteristics in Drilling Fluid Based on Molecular Dynamics Simulation |
JP2018104498A (en) * | 2016-12-22 | 2018-07-05 | 住友ゴム工業株式会社 | Preparation method of high polymer material model |
CN109239034A (en) * | 2018-09-14 | 2019-01-18 | 四川大学 | The three-dimensional foam structure characterizing method and 2 d-3 d abscess-size conversion factor of polymeric foamable material determine method |
CN113432978A (en) * | 2021-06-22 | 2021-09-24 | 郑州大学 | A Mesoscopic Analysis Method for Mechanical Properties of Polymer Materials |
CN113990402A (en) * | 2021-12-17 | 2022-01-28 | 华东理工大学 | Method for describing structure-effect evolution of polyurethane material through molecular simulation technology |
-
2022
- 2022-08-03 CN CN202210927170.9A patent/CN115132286A/en active Pending
Patent Citations (5)
Publication number | Priority date | Publication date | Assignee | Title |
---|---|---|---|---|
JP2018104498A (en) * | 2016-12-22 | 2018-07-05 | 住友ゴム工業株式会社 | Preparation method of high polymer material model |
CN107133458A (en) * | 2017-04-24 | 2017-09-05 | 西南石油大学 | Evaluation Method of Gas Dissolution Characteristics in Drilling Fluid Based on Molecular Dynamics Simulation |
CN109239034A (en) * | 2018-09-14 | 2019-01-18 | 四川大学 | The three-dimensional foam structure characterizing method and 2 d-3 d abscess-size conversion factor of polymeric foamable material determine method |
CN113432978A (en) * | 2021-06-22 | 2021-09-24 | 郑州大学 | A Mesoscopic Analysis Method for Mechanical Properties of Polymer Materials |
CN113990402A (en) * | 2021-12-17 | 2022-01-28 | 华东理工大学 | Method for describing structure-effect evolution of polyurethane material through molecular simulation technology |
Cited By (4)
Publication number | Priority date | Publication date | Assignee | Title |
---|---|---|---|---|
CN117012292A (en) * | 2023-08-03 | 2023-11-07 | 盐城师范学院 | Research simulation method and system for tree-shaped molecular structure in self-driven particle bath |
CN117012292B (en) * | 2023-08-03 | 2024-02-09 | 盐城师范学院 | Research and simulation methods and systems for dendritic molecular structures in self-driven particle baths |
CN117423394A (en) * | 2023-10-19 | 2024-01-19 | 中北大学 | ReaxFF post-treatment method based on Python extraction product, cluster and chemical bond information |
CN117423394B (en) * | 2023-10-19 | 2024-05-03 | 中北大学 | ReaxFF post-processing method for extracting product, cluster and chemical bond information based on Python |
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