CN110120249B - A method for constructing a target structure through targeted regulation of kinetic pathways - Google Patents

A method for constructing a target structure through targeted regulation of kinetic pathways Download PDF

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CN110120249B
CN110120249B CN201910436192.3A CN201910436192A CN110120249B CN 110120249 B CN110120249 B CN 110120249B CN 201910436192 A CN201910436192 A CN 201910436192A CN 110120249 B CN110120249 B CN 110120249B
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唐萍
邵靖宇
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Fudan University
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Abstract

The invention belongs to the technical field of high polymer materials, and particularly relates to a method for constructing a target structure through a targeted regulation and control kinetic path. The method utilizes a rearrangement transformation mechanism of the rigid-flexible block polymer, accurately positions the parameters of the rearrangement transformation process, and constructs a rigid-flexible block polymer target structure through completely targeted regulation and control of a kinetic path; the chord method is introduced to calculate the minimum rearrangement transition energy path between two structures, namely the rearrangement transition energy path of the target structure existing as a metastable state. The invention successfully constructs a dynamic formation path of a target structure in a rigid-flexible block polymer system, and has high practical application value; a reverse kinetic path design strategy is developed, and the problem that a target structure cannot be constructed in a targeted mode at present is solved.

Description

通过靶向调控动力学路径构造靶向构造目标结构的方法A method for constructing a target structure through targeted regulation of kinetic pathways

技术领域technical field

本发明属于高分子材料技术领域,具体涉及通过靶向调控动力学路径构造刚-柔嵌段高分子各类目标结构的方法。The invention belongs to the technical field of polymer materials, and in particular relates to a method for constructing various target structures of rigid-flexible block polymers through targeted regulation of dynamic pathways.

背景技术Background technique

实际应用的高分子体系很多存在一定的刚性,在很多领域都有重大的应用价值,包括发光二极管(LEDs)、聚合物太阳能电池等,因此,关于含有刚性链嵌段高分子靶向构造目标结构的研究越来越受到人们的关注。它是由化学键连接两个不同刚柔性嵌段形成的嵌段高分子体系,具有较大的尺寸不对称效应,且刚性嵌段之间存在较强的各向异性取向相互作用。相比于柔性嵌段高分子自组装行为的理论研究,含刚性链的嵌段高分子由于其结构的复杂和参数空间的广阔而进展缓慢。Many polymer systems in practical applications have a certain degree of rigidity, and have great application value in many fields, including light-emitting diodes (LEDs), polymer solar cells, etc. Therefore, the targeted structure of polymers containing rigid chain blocks research has attracted more and more attention. It is a block polymer system formed by connecting two different rigid and flexible blocks by chemical bonds. It has a large size asymmetry effect, and there is a strong anisotropic orientation interaction between the rigid blocks. Compared with the theoretical study of the self-assembly behavior of flexible block polymers, the progress of block polymers with rigid chains has been slow due to their complex structures and vast parameter spaces.

大部分研究材料结构和性能关系的理论都建立在热力学平衡态基础上,然而,真实的体系中自组装行为十分复杂,这些材料所需要的性能不可避免的会涉及到非平衡状态,相变动力学往往会成为决定材料最终性能的关键性因素。通常情况下,在自由能图景中,不同的亚稳态结构之间自由能差值往往很小,微弱的扰动就可能会诱导相结构的转变,所以实验上会经常观察到这些复杂亚稳态结构。Most of the theories that study the relationship between material structure and performance are based on the thermodynamic equilibrium state. However, the self-assembly behavior in real systems is very complex, and the properties required by these materials will inevitably involve non-equilibrium states. Phase transition kinetics It often becomes a key factor in determining the final performance of the material. Usually, in the free energy scenario, the free energy difference between different metastable structures is often small, and weak perturbations may induce phase structure transitions, so these complex metastable states are often observed experimentally structure.

目前有关刚-柔嵌段高分子体系的相变动力学理论还处于初级发展阶段,只能实现在符合外延生长关系及某些特定的参数条件下,构建出单连续网络结构,并不能准确定位选择参数的范围以及构建多种目标结构。因此,如何利用丰富的亚稳态资源来实现靶向构建各类目标结构,并且准确定位参数位置也成为目前急需解决的问题。At present, the theory of phase transition kinetics of rigid-flexible block polymer systems is still in the initial stage of development. It can only realize the construction of a single continuous network structure under the conditions of epitaxial growth and certain specific parameters, and it cannot be accurately positioned and selected. range of parameters and build various target structures. Therefore, how to use the abundant metastable resources to achieve targeted construction of various target structures and accurately locate the parameter positions has become an urgent problem to be solved.

发明内容Contents of the invention

本发明的主要目的是利用刚-柔嵌段高分子的重排转变机制,提供一种构造刚-柔嵌段高分子目标结构的方法,以解决目前无法靶向构造目标结构的问题。The main purpose of the present invention is to provide a method for constructing a target structure of a rigid-soft block polymer by using the rearrangement transformation mechanism of a rigid-soft block polymer, so as to solve the problem that the target structure cannot be constructed at present.

本发明提出的构造刚-柔嵌段高分子目标结构的方法,是利用刚-柔嵌段高分子的重排转变机制,准确定位重排转变过程参数,通过完全靶向调控动力学路径,构造刚-柔嵌段高分子目标结构。具体步骤如下:The method for constructing the target structure of the rigid-soft block polymer proposed by the present invention is to use the rearrangement transformation mechanism of the rigid-soft block polymer to accurately locate the parameters of the rearrangement transformation process, and to construct Rigid-flexible block polymer target structure. Specific steps are as follows:

(1)通过自洽平均场理论(SCFT)计算得到刚-柔嵌段高分子体系的

Figure DEST_PATH_IMAGE001
相图; (1) The rigid-flexible block polymer system is calculated by self-consistent mean field theory (SCFT).
Figure DEST_PATH_IMAGE001
Phase Diagrams;

(2)确定靶向构造刚-柔嵌段高分子的目标结构;(2) Determine the target structure of the targeted structural rigid-flexible block polymer;

(3)分析目标结构在该体系相图的相对位置,确定刚-柔嵌段高分子重排转变过程参数,选择重排转变的参数区域;(3) Analyze the relative position of the target structure in the phase diagram of the system, determine the parameters of the rearrangement transformation process of the rigid-soft block polymer, and select the parameter area for the rearrangement transformation;

(4)分析目标结构的空间对称群和倒易晶格矢,在已选择的参数区域构建与之对称性相匹配的刚-柔嵌段高分子简单层、柱结构;(4) Analyze the space symmetry group and reciprocal lattice vector of the target structure, and construct a rigid-soft block polymer simple layer and column structure that matches the symmetry in the selected parameter region;

(5)将构建的不同取向的刚-柔嵌段高分子简单层、柱结构带入SCFT中,改变单位晶胞尺寸,进行多组迭代运算,将对应自由能最低的简单层、柱结构作为最终的稳态结构;(5) Bring the rigid-flexible block polymer simple layer and column structure with different orientations into SCFT, change the unit cell size, and perform multiple sets of iterative operations, and use the simple layer and column structure with the lowest free energy as final steady-state structure;

(6)将最终得到的两种稳态结构作为弦的两个端点,应用弦方法计算得到两种结构之间最小重排转变能量路径,即目标结构作为亚稳态存在的重排转变能量路径。(6) The two final stable structures are used as the two endpoints of the string, and the minimum rearrangement transition energy path between the two structures is calculated by applying the string method, that is, the rearrangement transition energy path in which the target structure exists as a metastable state .

本发明步骤(2)中,所述目标结构主要有下述几种:复杂网络结构,包括单连续网络结构及穿孔层状相结构等;柱状相结构,球状相结构,等等。In step (2) of the present invention, the target structure mainly includes the following types: complex network structure, including single continuous network structure and perforated layered phase structure, etc.; columnar phase structure, spherical phase structure, etc.

本发明步骤(3)中,根据不同的目标结构,确定不同的参数区域,具体如下:In step (3) of the present invention, different parameter areas are determined according to different target structures, specifically as follows:

目标结构为复杂网络结构,则选择在无序相-层状相(或柱状相)相变点附近的层状相(或柱状相)参数区域;If the target structure is a complex network structure, select the layered phase (or columnar phase) parameter area near the phase transition point of disordered phase-layered phase (or columnar phase);

目标结构为柱状相,则选择柱状相-层状相相变点附近层状相作为稳态出现的参数区域;If the target structure is columnar phase, the layered phase near the columnar phase-layered phase transition point is selected as the parameter area where the steady state occurs;

目标结构为球状相,则选择球状相-柱状相相变点附近柱状相作为稳态出现的参数区域。If the target structure is a spherical phase, the columnar phase near the spherical phase-columnar phase transition point is selected as the parameter area where the steady state occurs.

本发明方法中成功构建了刚-柔嵌段高分子体系中目标结构的动力学形成路径,具有很高的实际应用价值。发展了逆向动力学路径设计策略,解决了目前无法靶向构造目标结构的问题。In the method of the invention, the dynamic formation path of the target structure in the rigid-flexible block polymer system is successfully constructed, which has high practical application value. The reverse kinetic pathway design strategy was developed to solve the problem that the target structure cannot be targeted at present.

附图说明Description of drawings

图1为通过准确定位重排转变过程参数来调控动力学路径,以实现靶向构造刚-柔嵌段高分子各类目标结构方法的具体过程示意图。Figure 1 is a schematic diagram of the specific process of adjusting the dynamic path by accurately positioning the parameters of the rearrangement transformation process to realize the targeted construction of various target structures of rigid-flexible block polymers.

图2为刚-柔嵌段高分子在低取向相互作用、低尺寸不对称性下的

Figure DEST_PATH_IMAGE003
相图。Figure 2 shows the structure of rigid-flexible block polymers under low orientation interaction and low size asymmetry
Figure DEST_PATH_IMAGE003
Phase Diagrams.

图3为刚-柔嵌段高分子目标结构为单连续网络结构时,通过不同取向层之间重排转变来实现靶向构造实例,插图为选择的参数在相图中的相对位置。Figure 3 is an example of the targeted structure achieved through rearrangement transitions between different orientation layers when the target structure of the rigid-flexible block polymer is a single continuous network structure. The illustration shows the relative positions of the selected parameters in the phase diagram.

图4为刚-柔嵌段高分子目标结构为柱状相时,通过不同取向层之间重排转变来实现靶向构造实例,插图为选择的参数在相图中的相对位置。Figure 4 is an example of the targeted structure achieved by rearrangement transformation between different orientation layers when the target structure of the rigid-flexible block polymer is a columnar phase, and the illustration shows the relative positions of the selected parameters in the phase diagram.

图5为刚-柔嵌段高分子目标结构为穿孔层状相时,通过不同取向柱之间重排转变来实现靶向构造实例,插图为选择的参数在相图中的相对位置。Figure 5 is an example of the targeted structure achieved by rearrangement transformation between different orientation columns when the target structure of the rigid-flexible block polymer is a perforated layered phase. The inset shows the relative positions of the selected parameters in the phase diagram.

图6为刚-柔嵌段高分子目标结构为球状相时,通过不同取向柱之间重排转变来实现靶向构造实例,插图为选择的参数在相图中的相对位置。Figure 6 is an example of the targeted structure achieved by rearrangement transitions between columns of different orientations when the target structure of the rigid-flexible block polymer is a spherical phase, and the inset shows the relative positions of the selected parameters in the phase diagram.

具体实施方式detailed description

为使本发明的目的、技术方案和优点更加清楚,下面用实施例进一步说明本发明,但本发明的保护范围并不仅限于实施例子。对本领域的技术人员在不背离本发明的精神和保护范围的情况下做出的其它的变化和修改也包括在本发明保护范围之内。In order to make the purpose, technical scheme and advantages of the present invention clearer, the present invention will be further described below with examples, but the protection scope of the present invention is not limited to the examples. Other changes and modifications made by those skilled in the art without departing from the spirit and protection scope of the present invention are also included in the protection scope of the present invention.

图1是调控动力学路径实现靶向构造刚-柔嵌段高分子目标结构方法的过程示意图,所有的实施例皆基于此过程。Fig. 1 is a schematic diagram of the process of regulating the dynamic pathway to realize the targeted structure of the rigid-soft block polymer target structure, and all the embodiments are based on this process.

实施例1Example 1

(1)确定重排转变发生参数范围(1) Determine the parameter range of rearrangement transformation

首先通过SCFT计算得到刚-柔嵌段高分子体系的相图,如图2所示,确定靶向构造 刚-柔嵌段高分子的目标结构为单连续网络结构;根据本发明中单连续网络结构和参数范 围选择的关系,选择参数区域在无序相-层状相相变点附近,如图3插图中园点(蓝点)位置, 具体为

Figure 710334DEST_PATH_IMAGE004
。 First obtain the phase diagram of the rigid-soft block polymer system by SCFT calculation, as shown in Figure 2, determine that the target structure of the targeted structure rigid-soft block polymer is a single continuous network structure; according to the single continuous network in the present invention The relationship between structure and parameter range selection, the selected parameter area is near the phase transition point of disordered phase-layered phase, as shown in the illustration of Figure 3, the position of the circle point (blue point), specifically
Figure 710334DEST_PATH_IMAGE004
.

(2)构建与目标结构对称性一致的层、柱结构(2) Build a layer and column structure consistent with the symmetry of the target structure

由于此实例中目标结构为单连续网络结构Single Gyroid,它的倒易晶格矢量为{110}晶面族,所以在实空间中,构建了不同取向的{110}晶面族层结构。Since the target structure in this example is a single continuous network structure Single Gyroid, its reciprocal lattice vector is the {110} crystal plane family, so in real space, layer structures of {110} crystal plane families with different orientations are constructed.

(3)确定最优单位晶胞尺寸(3) Determine the optimal unit cell size

将构建的不同取向的{110}晶面族层带入SCFT中,改变单位晶胞尺寸,进行多组迭 代运算,寻找对应自由能最低的相结构,确定此处最优的单位晶胞尺寸为3.6*3.6*3.6(以 均方末端距

Figure DEST_PATH_IMAGE005
为单位)。 Bring the constructed {110} crystal plane family layers with different orientations into SCFT, change the size of the unit cell, perform multiple sets of iterative operations, find the phase structure with the lowest corresponding free energy, and determine the optimal unit cell size here is 3.6*3.6*3.6 (based on mean square end distance
Figure DEST_PATH_IMAGE005
as the unit).

(4)计算最小能量路径(4) Calculate the minimum energy path

将单位晶胞尺寸为3.6*3.6*3.6的不同取向{110}晶面族层作为弦的两个端点,应用弦方法计算,得到最小重排转变能量路径,如图3,路径中出现的单连续网络结构,实现了靶向构造目标结构。Taking the {110} crystal plane family layers of different orientations with a unit cell size of 3.6*3.6*3.6 as the two endpoints of the string, and applying the string method to calculate, the minimum rearrangement transformation energy path is obtained, as shown in Figure 3, the single The continuous network structure realizes the targeted construction of the target structure.

实施例2Example 2

(1)确定重排转变发生参数范围(1) Determine the parameter range of rearrangement transformation

首先通过SCFT计算得到刚-柔嵌段高分子体系的相图,如图2所示,确定靶向构造 刚-柔嵌段高分子的目标结构为四角柱状相;根据本发明中四角柱状相和参数范围选择的 关系,选择参数区域在柱状相-层状相相变点附近,如图4插图中园点(蓝点)位置,具体为

Figure 21230DEST_PATH_IMAGE006
。 First, the phase diagram of the rigid-flexible block polymer system is obtained by SCFT calculation, as shown in Figure 2, it is determined that the target structure of the targeted structure rigid-soft block polymer is a quadrangular columnar phase; according to the quadrangular columnar phase and The relationship between parameter range selection, select the parameter area near the columnar phase-lamellar phase transition point, as shown in the illustration of Figure 4, the position of the circle point (blue point), specifically
Figure 21230DEST_PATH_IMAGE006
.

(2)构建与目标结构对称性一致的层、柱结构(2) Build a layer and column structure consistent with the symmetry of the target structure

由于此实施例中目标结构为四角柱状相,它的倒易晶格矢量为{110}晶面族,所以在实空间中,构建了不同取向的{110}晶面族层结构。Since the target structure in this embodiment is a quadrangular columnar phase, its reciprocal lattice vector is the {110} crystal plane family, so in real space, layer structures of the {110} crystal plane family with different orientations are constructed.

(3)确定最优单位晶胞尺寸(3) Determine the optimal unit cell size

将构建的不同取向的{110}晶面族层带入SCFT中,改变单位晶胞尺寸,进行多组迭 代运算,寻找对应自由能最低的相结构,确定此处最优的单位晶胞尺寸为4*4*4(以均方末 端距

Figure 682019DEST_PATH_IMAGE005
为单位)。 Bring the constructed {110} crystal plane family layers with different orientations into SCFT, change the size of the unit cell, perform multiple sets of iterative operations, find the phase structure with the lowest corresponding free energy, and determine the optimal unit cell size here is 4*4*4 (with mean square end distance
Figure 682019DEST_PATH_IMAGE005
as the unit).

(4)计算最小能量路径(4) Calculate the minimum energy path

将单位晶胞尺寸为4*4*4的不同取向{110}晶面族层作为弦的两个端点,应用弦方法计算,得到最小重排转变能量路径,如图4,路径中出现了四角柱状相,实现了靶向构造目标结构。Taking the {110} crystal plane family layers with different orientations of unit cell size 4*4*4 as the two endpoints of the string, and applying the string method to calculate, the minimum rearrangement transformation energy path is obtained, as shown in Figure 4, there are four corners in the path The columnar phase realizes the targeted structure of the target structure.

实施例3Example 3

(1)确定重排转变发生参数范围(1) Determine the parameter range of rearrangement transformation

首先通过SCFT计算得到刚-柔嵌段高分子体系的相图,如图2所示,确定靶向构造 刚-柔嵌段高分子的目标结构为穿孔层状相;根据本发明中穿孔层状相(复杂网络结构)和 参数范围选择的关系,选择参数区域在无序相-柱相变点附近,如图5插图中园点(蓝点)位 置,具体为

Figure DEST_PATH_IMAGE007
。 First, the phase diagram of the rigid-soft block polymer system is obtained through SCFT calculation, as shown in Figure 2, it is determined that the target structure of the targeted structure rigid-soft block polymer is a perforated layered phase; according to the perforated layered phase in the present invention The relationship between the phase (complex network structure) and the selection of the parameter range, the selected parameter area is near the phase transition point of the disordered phase-column, as shown in the illustration of Figure 5, the position of the circle point (blue point), specifically
Figure DEST_PATH_IMAGE007
.

(2)构建与目标结构对称性一致的层、柱结构。(2) Construct a layer and column structure consistent with the symmetry of the target structure.

由于此实施例中目标结构为穿孔层状相,它的倒易晶格矢量为<111>晶向族,所以在实空间中,构建了不同取向的<111>晶向族柱。Since the target structure in this embodiment is a perforated layered phase, its reciprocal lattice vector is the <111> crystal orientation family, so in real space, <111> crystal orientation family columns with different orientations are constructed.

(3)确定最优单位晶胞尺寸(3) Determine the optimal unit cell size

将构建的不同取向的<111>晶向族柱带入SCFT中,改变单位晶胞尺寸,进行多组迭 代运算,寻找对应自由能最低的相结构,确定此处最优的单位晶胞尺寸为3.6*3.6*3.6(以 均方末端距

Figure 152183DEST_PATH_IMAGE005
为单位)。 Bring the <111> oriented column with different orientations into SCFT, change the size of the unit cell, and perform multiple sets of iterative calculations to find the phase structure with the lowest corresponding free energy, and determine the optimal unit cell size here is 3.6*3.6*3.6 (based on mean square end distance
Figure 152183DEST_PATH_IMAGE005
as the unit).

(4)计算最小能量路径(4) Calculate the minimum energy path

将单位晶胞尺寸为3.6*3.6*3.6的不同取向<111>晶向族柱作为弦的两个端点,应用弦方法计算,得到最小重排转变能量路径,如图5,路径中出现了穿孔层状相,实现了靶向构造目标结构。Using the <111> orientation group columns with a unit cell size of 3.6*3.6*3.6 as the two endpoints of the string, the calculation of the string method is used to obtain the minimum rearrangement transition energy path, as shown in Figure 5. There are perforations in the path Layered phase, which realizes the targeted construction of the target structure.

实施例4Example 4

(1)确定重排转变发生参数范围(1) Determine the parameter range of rearrangement transformation

首先通过SCFT计算得到刚-柔嵌段高分子体系的相图,如图2所示,确定靶向构造 刚-柔嵌段高分子的目标结构为体心立方球状相;根据本发明中球状相和参数范围选择的 关系,选择参数区域在球状相-柱相变点附近,如图6插图中园点(蓝点)位置,具体为

Figure 240225DEST_PATH_IMAGE008
。 First, the phase diagram of the rigid-soft block polymer system is obtained by SCFT calculation, as shown in Figure 2, it is determined that the target structure of the targeted structure rigid-soft block polymer is a body-centered cubic spherical phase; according to the spherical phase of the present invention In relation to the selection of the parameter range, the selected parameter area is near the spherical phase-column phase transition point, as shown in the illustration of Figure 6, the position of the circle point (blue point), specifically
Figure 240225DEST_PATH_IMAGE008
.

(2)构建与目标结构对称性一致的层、柱结构(2) Build a layer and column structure consistent with the symmetry of the target structure

由于此实例中目标结构为体心立方球状相,它的倒易晶格矢量为<111>晶向族,所以在实空间中,构建了不同取向的<111>晶向族柱。Since the target structure in this example is a body-centered cubic spherical phase, its reciprocal lattice vector is the <111> crystal orientation family, so in real space, <111> crystal orientation family columns with different orientations are constructed.

(3)确定最优单位晶胞尺寸(3) Determine the optimal unit cell size

将构建的不同取向的<111>晶向族柱带入SCFT中,改变单位晶胞尺寸,进行多组迭 代运算,寻找对应自由能最低的相结构,确定此处最优的单位晶胞尺寸为3.6*3.6*3.6(以 均方末端距

Figure 913783DEST_PATH_IMAGE005
为单位)。 Bring the <111> oriented column with different orientations into SCFT, change the size of the unit cell, and perform multiple sets of iterative calculations to find the phase structure with the lowest corresponding free energy, and determine the optimal unit cell size here is 3.6*3.6*3.6 (based on mean square end distance
Figure 913783DEST_PATH_IMAGE005
as the unit).

(4)计算最小能量路径(4) Calculate the minimum energy path

将单位晶胞尺寸为3.6*3.6*3.6的不同取向<111>晶向族柱作为弦的两个端点,应用弦方法计算,得到最小重排转变能量路径,如图6,路径中出现了体心立方球状相,实现了靶向构造目标结构。Using the <111> orientation group columns with a unit cell size of 3.6*3.6*3.6 as the two endpoints of the string, the calculation of the string method is used to obtain the minimum rearrangement transition energy path, as shown in Figure 6, where bulk The center-cubic spherical phase realizes the targeted structure of the target structure.

Claims (3)

1.一种通过靶向调控动力学路径构造靶向构造目标结构的方法,其特征在于,利用刚-柔嵌段高分子的重排转变机制,准确定位重排转变过程参数,通过完全靶向调控动力学路径,构造刚-柔嵌段高分子目标结构;具体步骤如下:1. A method for constructing a target structure through targeted regulation of dynamic pathways, characterized in that the rearrangement transformation mechanism of rigid-flexible block polymers is used to accurately locate the parameters of the rearrangement transformation process, and through complete targeting Adjust the dynamic path and construct the rigid-soft block polymer target structure; the specific steps are as follows: (1)通过自洽平均场理论SCFT计算得到刚-柔嵌段高分子体系的
Figure DEST_PATH_IMAGE002
相图;
(1) The rigid-flexible block polymer system is calculated by the self-consistent mean field theory SCFT
Figure DEST_PATH_IMAGE002
Phase Diagrams;
(2)确定靶向构造刚-柔嵌段高分子的目标结构;(2) Determine the target structure of the targeted structural rigid-flexible block polymer; (3)分析目标结构在该相图的相对位置,确定刚-柔嵌段高分子重排转变过程参数,选择重排转变的参数区域;(3) Analyze the relative position of the target structure in the phase diagram, determine the parameters of the rigid-soft block polymer rearrangement transformation process, and select the parameter area for the rearrangement transformation; (4)分析目标结构的空间对称群和倒易晶格矢,在已选择的参数区域构建与之对称性相匹配的刚-柔嵌段高分子简单层、柱结构;(4) Analyze the space symmetry group and reciprocal lattice vector of the target structure, and construct a rigid-soft block polymer simple layer and column structure that matches the symmetry in the selected parameter region; (5)将构建的不同取向的刚-柔嵌段高分子简单层、柱结构带入SCFT中,改变单位晶胞尺寸,进行多组迭代运算,将对应自由能最低的简单层、柱结构作为最终的稳态结构;(5) Bring the rigid-flexible block polymer simple layer and column structure with different orientations into SCFT, change the unit cell size, and perform multiple sets of iterative operations, and use the simple layer and column structure with the lowest free energy as final steady-state structure; (6)将最终得到的两种稳态结构作为弦的两个端点,应用弦方法计算得到两种结构之间最小重排转变能量路径,即目标结构作为亚稳态存在的重排转变能量路径。(6) The two final stable structures are used as the two endpoints of the string, and the minimum rearrangement transition energy path between the two structures is calculated by applying the string method, that is, the rearrangement transition energy path in which the target structure exists as a metastable state .
2.根据权利要求1所述的方法,其特征在于,步骤(2)中所述目标结构主要有下述几种:复杂网络结构,柱状相结构和球状相结构;其中,复杂网络结构包括单连续网络结构及穿孔层状相结构。2. The method according to claim 1, wherein the target structure in step (2) mainly includes the following types: complex network structure, columnar phase structure and spherical phase structure; wherein, the complex network structure includes single Continuous network structure and perforated layered phase structure. 3.根据权利要求2所述的方法,其特征在于,步骤(3)中,所述参数区域是根据不同的目标结构来选择的,具体如下:3. The method according to claim 2, wherein in step (3), the parameter area is selected according to different target structures, specifically as follows: 目标结构为复杂网络结构,则选择在无序相-层状相或柱状相相变点附近的层状相或柱状相参数区域;If the target structure is a complex network structure, select the layered phase or columnar phase parameter area near the transition point of disordered phase-layered phase or columnar phase; 目标结构为柱状相,则选择柱状相-层状相相变点附近层状相作为稳态出现的参数区域;If the target structure is columnar phase, the layered phase near the columnar phase-layered phase transition point is selected as the parameter area where the steady state occurs; 目标结构为球状相,则选择球状相-柱状相相变点附近柱状相作为稳态出现的参数区域。If the target structure is a spherical phase, the columnar phase near the spherical phase-columnar phase transition point is selected as the parameter area where the steady state occurs.
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