新型磁性聚苯胺复合材料的热分解机理研究-凯发娱乐官网

新型磁性聚苯胺复合材料的热分解机理研究
research on the thermal decomposition mechanism of new magnetic polyaniline composite
doi: , , , ,   
作者: 卢运来, 魏 洲, 杜雨阳:湖北运来塑胶科技有限公司,湖北 孝感;柴 广, :湖北工程学院化学与材料科学学院,湖北 孝感
关键词: ;;;;;
摘要: 采用热重–差热联用分析(tg-dta)技术和热重红外(tg-ftir)联用系统研究了新型磁性聚苯胺壳聚糖材料在氮气气氛中的热分解过程和非等温热分解机理及动力学。tg-dta分析表明复合材料在190℃~460℃之间发生热分解反应,且分为两个阶段,第一阶段为190℃~380℃,第二阶段为400℃~460℃。运用mkn法、coats-redfern法和唐万军法对复合材料的非等温动力学数据进行分析,得出了热分解反应的机理函数、动力学参数、以及两步分解反应的活化能e和lna。第一步分解的活化能为e = 113.9281 kj∙mol−1,指前因子为lna = 20.705,动力学表达式为lna = 4.95373e 7.43443;第二步分解活化能为e = 184.578 kj∙mol−1,指前因子为lna = 33.95,动力学表达式为lna = 5.09915e 5.61035。
abstract: the thermal decomposition process and non-isothermal decomposition kinetic of magnetic polyaniline chitosan were studied by the differential thermal analysis (dta), thermogravimetric analysis (tg) and tg-ftir. it was demonstrated that the thermal decomposition temperature of magnetic polyaniline chitosan was in the range of 190˚c~460˚c, which was divided into two stages. the first stage was 190˚c~380˚c, and the second stage was 400˚c~460˚c. the mechanism function and kinetic parameters of non-isothermal decomposition of the two steps were discussed, and the e and lna of the process were obtained from the analysis of tg-dta curves by mnk, coats-redfern and tang wanjun methods. the first step activation energy was e = 113.9281 kj∙mol−1, the pre-exponential factor was lna = 20.705, and the kinetic expression was lna = 4.95373e 7.43443. the second step of the activation energy was e = 184.578 kj∙mol−1, the pre-exponential factor was lna = 33.95, and the kinetic expression was lna = 5.09915e 5.61035.
文章引用:卢运来, 魏洲, 杜雨阳, 柴广, 王伟. 新型磁性聚苯胺复合材料的热分解机理研究[j]. 化学工程与技术, 2024, 14(5): 403-412.

1. 前言

近几年在众多的导电高分子的研究中聚苯胺是人们关注最多的一种,聚苯胺具有比较高的电导率,良好的环境稳定性和电化学性能,原料价格低廉,化学方法制备简单易行等特点,被认为是应用前景广阔的导电高分子。用其制备功能型复合材料已经在吸波材料、防腐、导电、介电复合材料、二次电池等领域得到了广泛应用。

聚苯胺通过质子酸掺杂赋予材料良好的导电性能。尽管聚苯胺分子链中芳环的存在,有助于耐热性的提高,然而,经由质子酸掺杂的导电聚苯胺,由于低分子掺杂剂的存在,其耐热性仍然较差,小分子掺杂剂的不稳定导致了聚苯胺材料在较低的温度下即发生分解 。而且导电高聚物的脱掺杂过程也影响了材料的稳定性,限制了聚苯胺的应用。本研究将聚苯胺、壳聚糖、磁性纳米fe3o4粒子复合,希望利用纳米颗粒的表面效应提高材料耐热性能与稳定性 。通过热重红外(tg-fir)联用技术检测出复合材料在加热过程产生的气体,考察磁性聚苯胺复合材料在程序升温过程中热重–差热联用分析tg-dsc曲线,研究热分解过程,推导出可能的热分解反应的机理模型,得到热分解反应的动力学方程。

2. 实验部分

2.1. 实验试剂

溴化钾、丙酮、乙醇,以上均为分析纯。

聚苯胺、磁性聚苯胺、fe3o4/羧甲基壳聚糖/聚苯胺,以上均为参照相关文献实验室自制。

2.2. 实验仪器

本研究主要用到的设备见。

2.3. 实验方法

2.3.1. 热重–差热联用测试

实验条件:程序控制升温的升温速率15 min1,平衡温度50℃,平衡时间5 min;实验气氛:氮气(100 ml/min);温度范围:25℃~800℃。

用氧化铝坩埚作参比,测定(tg-dta)曲线(称样5.0~10.0 mg)。分别对聚苯胺,磁性聚苯胺,fe3o4/羧甲基壳聚糖/聚苯胺进行测试。保存数据留作后期处理。

table 1. research equipment

1. 研究设备

仪器名

型号

生产厂商

傅里叶红外光谱仪

nicolet impact380

美国热电尼高力公司

差式扫描量热仪

sdt q6000

美国ta公司

恒温真空干燥箱

dzf-6030

上海山连实验设备有限公司

2.3.2. 热重–红外联用测试

实验条件设置程序控制升温的升温速率15 min1,平衡温度50℃,平衡时间20 min;实验气氛:氮气(200 ml/min);温度范围:25℃~800℃。

3. 实验结果及分析

3.1. 热重–差热联用分析

是干燥的聚苯胺的分解一步完成,在233℃开始分解在592℃分解完成,其失重率约为75%。由知磁性聚苯胺的分解过程也可以认为是一步就完成了,热分解过程主要发生在242℃~406℃,失重率约为81%。与导电聚苯胺相比,磁性聚苯胺热性能()有所提高,400℃以后复合材料基本上不分解,也就是说,纳米fe3o4的加入可以提高导电聚苯胺的耐热性。这可能是由于纳米粒子的强烈吸附作用引起的。由于纳米fe3o4巨大的比表面积,产生高表面能,使其产生强烈的表面吸附效应。另外磁性聚苯胺的失重率高于导电聚苯胺,出现这一反常的现象可能是由于在制取磁性聚苯胺的过程中所含的杂质比较多,且只有少量的铁发生了掺杂。

figure 1. tg-dsc curve of polyaniline

1. 聚苯胺tg-dsc曲线

figure 2. tg-dsc curve of magnetic polyaniline

2. 磁性聚苯胺tg-dsc曲线

是复合材料随着温度的升高其剩余质量百分比的变化情况,可以认为干燥的复合材料在180℃开始分解到460℃分解完成,其分解过程可以分为两个阶段,第一阶段为180℃~380℃,第二阶段为400℃~460℃。第一阶段的失重率为32%,第一阶段的失重率为33%,总体的失重率为65%。比较知在聚苯胺中掺杂fe3o4可以提高材料耐热性能与稳定性,同时改善体系的磁性能和降解性能。

figure 3. tg-dsc curve of fe3o4/carboxymethyl chitosan polyaniline

3. fe3o4/羧甲基壳聚糖/聚苯胺tg-dsc曲线

3.2. 热重红外(tg-ftir)联用分析

由、知fe3o4/羧甲基壳聚糖/聚苯胺的热分解过程分为两个阶段,每个阶段产生了大量的气体,即复合材料发生了分解,与热重曲线相吻合。

figure 4. waterfall figure 1 of fe3o4/carboxymethyl chitosan polyaniline

4. fe3o4/羧甲基壳聚糖/聚苯胺瀑布图1

figure 5. waterfall figure 2 of fe3o4/carboxymethyl chitosan polyaniline

5. fe3o4/羧甲基壳聚糖/聚苯胺瀑布图2

3.3. 非等温热分解动力学

由tg和dtg曲线可以得到标题化合物热分解tα基本数据,将30种固体热分解反应动力学机理函数g(α)分别代入式(3)、式(4)和式(5),以ln[g(α)t1.1921503] ln[g(α)t1.189466100]和ln[g(α)t2]分别对1/t作图,经过最小二乘法线性回归分析得到不同动力学机理函数的e,lna以及相关系数r的值列于中。比较3种方法所得的结果,找出e和lna值最为接近,且相关系数也较好,符合固体化合物热分解反应动力学参数e = 80~250 kj∙mol−1,lna = 16.191~69.109 s1范围时的模型。数据结果处理如。

由知聚苯胺最符合条件其非等温动力学方程为(1/3)(1 − α)[−ln(1 − α)]2/t2 =(ar/βe)ee/rt,其活化能为e = 122.319 kj∙mol−1,指前因子为lna = 20.806。由知磁性聚苯胺最符合条件其非等温动力学方程为(1/3)(1 − α)[−ln(1 − α)]2/t2 =(ar/βe)ee/rt,其活化能为e = 172.8065 kj∙mol−1,指前因子为lna = 34.127。由于ea受实验条件影响,根据动力学补偿效应表达式:lna =a e b,利用30种机理函数求得的e和lna值,以lnae用最小二乘法进行线性拟合,聚苯胺,磁性聚苯胺反应的动力学表达式分别为lna = 4.95373e 7.43443、lna = 4.98583e 1.6083。

由、对于第一步,随机成核和随后生长,其非等温动力学方程(1/3(1 − α)[−ln(1 − α)]3/t2 = (ar/βe)ee/rt,其活化能为e = 113.9281 kj∙mol−1,指前因子为lna = 20.705。第二步其非等温动力学方程5(1/3)(1 − α)[−ln(1 − α)]2/t2 = (ar/βe)ee/rt,其活化能为e = 184.578 kj∙mol−1,指前因子为lna = 33.95。第1、第2步反应的动力学表达式为lna = 4.95373e 7.43443,lna = 5.09915e 5.61035。

table 2. decomposition data of polyaniline

2. 聚苯胺分解数据

函数

编号

mkn方程法

唐万军法

coats-redfe法

e/(kj∙mol1)

lna

|r|

e/(kj∙mol−1)

lna

|r|

e/(kj∙mol−1)

lna

|r|

1

60.90642

7.364557

0.98454

61.02708

7.409046

0.98464

60.53753

7.170279

0.98425

2

70.52833

11.11121

0.99255

70.64482

11.15147

0.9926

70.16922

10.92942

0.99242

3

72.34218

10.01951

0.99384

72.45788

10.05904

0.99388

71.98491

9.839852

0.99373

4

76.00752

10.85068

0.99582

76.12163

10.8888

0.99585

75.65398

10.67521

0.99575

5

60.90642

7.364557

0.98454

61.02708

7.409046

0.98464

60.53753

7.170279

0.98425

6

1.457116

−1.13578

0.29584

1.603569

−0.90718

0.32212

1.027837

−1.96602

0.21448

7

46.77988

7.692656

0.98673

46.90667

7.744879

0.98684

46.39665

7.475513

0.98639

8

35.61588

6.414558

0.99647

35.74751

6.474978

0.99651

35.2213

6.173087

0.99634

9

20.23268

3.504514

0.99444

20.37099

3.582909

0.99455

19.82247

3.209322

0.99409

10

12.54108

1.869299

0.99065

12.68272

1.964485

0.99094

12.12306

1.523145

0.98975

11

4.849476

−0.20073

0.96438

4.994457

−0.06373

0.96672

4.423643

−0.67947

0.95616

12

1.003675

−2.24951

0.65901

1.150325

−1.97458

0.71138

0.573935

−3.31891

0.43986

13

20.42629

2.195681

0.89073

20.5801

2.277436

0.89244

19.97061

1.890377

0.88551

14

24.70022

2.825117

0.94432

24.85219

2.900548

0.94516

24.24889

2.538836

0.94177

15

13.06294

0.964709

0.70487

13.21995

1.062451

0.70965

12.59979

0.610775

0.69038

16

8.57081

0.666342

0.94334

8.714177

0.776538

0.94541

8.148758

0.273711

0.93671

17

2.202631

−1.49611

0.70126

2.348761

−1.50825

0.72543

1.774109

−2.16127

0.61582

18

−0.98146

——

0.46794

−0.83395

——

0.41225

−1.41321

——

0.60003

19

45.66161

8.78199

0.99576

45.78889

8.834931

0.99577

45.27724

8.56272

0.99572

20

−1.54059

——

0.41773

−1.39284

——

0.38301

−1.97292

——

0.51027

21

81.76549

14.3472

0.99763

81.8771

14.38323

0.99764

81.41779

14.17785

0.99759

22

122.3959

20.84428

0.9929

122.4986

20.87049

0.99293

122.0641

20.70385

0.99284

23

106.7276

15.91779

0.87681

106.844

15.94942

0.87717

106.3596

15.76138

0.87576

24

50.72844

10.64175

0.87302

50.86221

10.6932

3.35147

50.32378

10.42688

0.87111

25

33.43444

4.503444

0.9944

33.56702

4.565801

0.99447

33.03764

4.256213

0.99419

26

11.10158

0.899648

0.98141

11.24385

0.999451

0.98202

10.6821

0.539295

0.97948

27

9.779466

0.845569

0.96609

9.922308

0.950356

0.96726

9.358641

0.469806

0.96235

28

25.4388

6.623347

0.85331

25.57485

6.694272

0.85449

25.03388

6.350556

0.84975

29

51.66242

7.364557

0.90203

51.79578

7.409046

0.9025

51.2587

7.170279

0.90062

30

61.41133

11.11121

0.88797

61.53177

11.15147

0.88836

61.04296

10.92942

0.88682

table 3. decomposition data of magnetic polyaniline

3. 磁性聚苯胺分解数据

函数

编号

mkn方程法

唐万军法

coats-redfe法

e/(kj∙mol−1)

lna

|r|

e/(kj∙mol−1)

lna

|r|

e/(kj∙mol−1)

lna

|r|

1

90.64304

17.70587

0.99445

90.73543

17.73563

0.99446

90.34937

17.55498

0.99441

2

96.99403

18.49565

0.99273

97.08367

18.52351

0.99275

96.70682

18.35036

0.99269

3

99.43935

17.55915

0.99187

99.52793

17.5863

0.99188

99.15462

17.41591

0.99182

4

104.3742

18.70253

0.98986

104.4606

18.72833

0.98988

104.0945

18.56327

0.9898

5

83.55157

13.81526

0.99559

83.64704

13.84731

0.9956

83.2507

13.65761

0.99555

6

120.3962

22.3937

0.98158

120.4757

22.41552

0.98161

120.1327

22.26615

0.98148

7

65.624

13.06616

0.99414

65.72725

13.10509

0.99416

65.30492

12.88829

0.99408

8

51.33047

10.88807

0.98409

51.43992

10.93409

0.98416

50.99686

10.68927

0.9839

9

31.07594

6.734113

0.98142

31.19418

6.795101

0.98155

30.72176

−3681.08

0.98104

10

20.94868

4.524961

0.97789

21.07131

4.598359

0.97812

20.58421

4.24479

0.97721

11

10.82141

2.070523

0.96625

10.94844

2.16686

0.96692

10.44665

1.720797

0.96414

12

5.757781

0.566198

0.94007

5.887

0.688888

0.94229

5.377879

0.133929

0.93277

13

45.64898

8.822685

0.98994

45.7609

8.872134

0.98999

45.30961

8.613735

0.98981

14

47.47054

8.859022

0.98825

47.58167

8.907322

0.9883

47.13302

8.653469

0.9881

15

40.60496

8.281725

0.9934

40.71906

8.334637

0.99344

40.26046

8.062525

0.9933

16

15.58592

3.057296

0.9898

15.71088

3.140543

0.98994

15.21601

2.747433

0.98936

17

7.246245

0.904171

0.98097

7.374818

1.016567

0.98157

6.867854

0.504577

0.97905

18

3.076405

−0.60898

0.94785

3.206787

−0.45219

0.95156

2.693779

−1.15501

0.93413

19

64.63792

14.04951

0.96651

64.7416

14.08887

0.96663

64.31784

13.87036

0.96618

20

2.583367

−0.27129

0.35096

2.713963

−0.10282

0.36631

2.20024

−0.85874

0.30432

21

112.094

22.68231

0.98617

112.1771

22.70612

0.98619

111.8222

22.54892

0.98609

22

172.8576

34.15594

0.98676

172.9144

34.16776

0.98677

172.6475

34.05776

0.98671

23

233.6212

45.50803

0.98703

233.6516

45.51158

0.98705

233.4728

45.43407

0.987

24

80.3039

18.40241

0.94554

80.40078

18.43559

0.94569

79.99973

18.24147

0.9451

25

48.4083

8.798078

0.98731

48.51901

8.845805

0.98736

48.07172

8.59422

0.98715

26

19.01871

3.457396

0.98325

19.14218

3.533945

0.98344

18.65228

3.167724

0.98268

27

17.23269

3.315032

0.98729

17.35693

3.394866

0.98744

16.86444

3.015473

0.98681

28

38.63281

10.23045

0.80477

38.74777

10.28484

0.80569

38.28631

10.00685

0.80204

29

62.66577

16.01556

0.82518

62.77031

16.0558

0.82571

62.34368

15.83379

0.82363

30

62.66577

16.01556

0.82518

62.77031

16.0558

0.82571

62.34368

15.83379

0.82363

table 4. phase 1 decomposition data of fe3o4/carboxymethyl chitosan polyaniline

4. 磁性聚苯胺壳聚糖第一阶段分解数据

函数

编号

mkn方程法

唐万军法

coats-redfe法

e/(kj∙mol−1)

lna

|r|

e/(kj∙mol−1)

lna

|r|

e/(kj∙mol−1)

lna

|r|

1

47.88089

8.720122

0.86034

48.07479

8.729796

0.86094

47.78596

8.487987

0.85856

2

49.35888

8.449814

0.86613

49.55876

8.458555

0.8667

49.27208

8.220183

0.86446

3

49.87528

7.092861

0.86811

50.07725

7.101286

0.86867

49.79133

6.864086

0.86647

4

50.90889

7.387026

0.87193

51.11505

7.394827

0.87246

50.83063

7.159935

0.87036

5

45.60385

5.85916

0.85176

45.78853

5.870304

0.85242

45.49638

5.622998

0.8498

6

54.0847

8.287273

0.88276

54.30372

8.293237

0.88323

54.02392

8.065132

0.88138

7

33.72845

6.197135

0.84489

33.86503

6.217439

0.84581

33.55559

5.935579

0.84216

8

21.87471

4.210167

0.83346

21.96329

4.243621

0.83495

21.63659

3.910341

0.82901

9

11.67351

1.95916

0.76672

11.72078

2.011696

0.77013

11.37922

1.597665

0.75637

10

6.572908

0.592814

0.66356

6.599525

0.662794

0.67059

6.250542

0.163504

0.642

11

1.472309

−1.62619

0.28001

1.478271

−1.51077

0.30141

1.12186

−2.38921

0.21529

12

−1.07799

——

0.26852

−1.08236

——

0.24027

−1.44248

——

0.34676

13

20.70458

3.154752

0.82048

20.78843

3.189877

0.82214

20.46002

2.849868

0.81554

14

21.09

2.868994

0.8249

21.17541

2.903568

0.8265

20.84756

2.565813

0.82013

15

19.576

3.495004

0.80666

19.65528

3.53183

0.80849

19.32523

3.184907

0.80117

16

5.423557

0.108789

0.5947

5.445519

0.184606

0.60348

5.094863

−0.34716

0.56784

17

0.706075

−2.51011

0.13994

0.708934

−2.37238

0.16365

0.351407

−3.75416

0.0696

18

−1.65267

——

0.3963

−1.65936

——

0.37161

−2.02032

——

0.4634

19

24.33972

4.96288

0.85697

24.43828

4.993102

0.85817

24.11517

4.672737

0.85338

20

−6.34703

——

0.99704

−6.37273

——

0.99699

−6.74053

——

0.9972

21

52.4783

10.02985

0.87744

52.69081

10.03674

0.87794

52.40868

9.805258

0.87597

22

83.08189

15.46507

0.88864

83.41834

15.458

0.88893

83.18077

15.27742

0.88778

23

113.6855

20.76539

0.89373

114.1459

20.7488

0.89394

113.9529

20.60242

0.89313

24

26.96994

6.446111

0.87737

27.07916

6.473216

0.87834

26.75988

6.165119

0.87448

25

21.28444

2.641563

0.82708

21.37064

2.675848

0.82865

21.04308

2.339227

0.82239

26

6.180556

−0.1178

0.64176

6.205584

−0.04596

0.64934

5.85603

−0.55537

0.61851

27

5.797446

0.067497

0.61881

5.820923

0.141289

0.62697

5.47081

−0.37892

0.59379

28

0.798541

−1.32938

0.57467

0.801775

−1.19539

0.62994

0.444383

−2.45253

0.36029

29

5.560091

1.731638

0.96609

5.582607

1.80642

0.96751

5.236091

1.280851

0.96137

30

10.32597

3.571166

0.97933

10.36779

3.627417

0.97983

10.02427

3.196355

0.97778

table 5. phase 2 decomposition data of fe3o4/carboxymethyl chitosan polyaniline

5. 磁性聚苯胺壳聚糖第二阶段分解

函数

编号

mkn方程法

唐万军法

coats-redfe法

e/(kj∙mol−1)

lna

|r|

e/(kj∙mol−1)

lna

|r|

e/(kj∙mol−1)

lna

|r|

1

71.43082

12.97894

0.92694

71.72008

12.98292

0.92723

71.36564

12.75893

0.92608

2

84.7467

14.99816

0.93522

85.08989

14.99695

0.93544

84.75483

14.79198

0.93457

3

90.2315

14.59386

0.93811

90.59689

14.59075

0.93831

90.26983

14.39271

0.93752

4

101.3484

16.81126

0.94286

101.7588

16.80463

0.94302

101.4479

16.61938

0.94237

5

60.63102

8.444572

0.92078

60.87655

8.453547

0.92115

60.50638

8.211144

0.91969

6

138.5958

24.13743

0.95277

139.157

24.12128

0.95287

138.9004

23.97022

0.95247

7

50.78285

9.376433

0.91947

50.9885

9.39078

0.91991

50.60399

9.128236

0.91814

8

53.94052

10.67305

0.93787

54.15896

10.68558

0.9382

53.77905

10.42992

0.93687

9

32.24

6.496445

0.92399

32.37056

6.5246

0.92466

31.95905

6.208971

0.922

10

21.38974

4.266648

0.9053

21.47636

4.307263

0.90651

21.04905

3.941111

0.90165

11

10.53948

1.761667

0.84286

10.58216

1.823777

0.84647

10.13905

1.36039

0.83161

12

5.114349

0.167668

0.70979

5.13506

0.251738

0.72039

4.684047

−0.33697

0.67583

13

41.0168

7.277298

0.92348

41.1829

7.298141

0.92401

40.78417

7.01094

0.92191

14

45.09367

7.733974

0.92898

45.27628

7.751929

0.92943

44.88349

7.475725

0.92765

15

−11.7003

——

0.99997

−11.7477

——

0.99997

−12.2367

——

0.99997

16

9.486923

1.250741

0.79182

9.525341

1.316037

0.79666

9.080696

0.836536

0.77675

17

2.604268

−1.04074

0.46797

2.614814

−0.93618

0.48955

2.160147

−1.69508

0.39996

18

−0.83706

——

0.21962

−0.84045

——

0.18027

−1.30013

——

0.32806

19

86.006

17.13182

0.95363

86.35428

17.13018

−0.95379

86.02106

16.92683

0.95315

20

16.77451

3.768519

0.92208

16.84244

3.816505

0.92338

16.40841

3.418739

0.91812

21

119.0421

22.50686

0.9484

119.5242

22.49535

0.94853

119.239

22.32772

0.94802

22

184.1437

34.01195

0.95134

184.8893

33.98718

0.95142

184.699

33.86687

0.95111

23

249.2452

45.39353

0.95273

250.2545

45.35958

0.95279

250.159

45.2718

0.95256

24

125.6509

25.58108

0.9609

126.1597

25.56793

0.961

125.8842

25.4062

0.96062

25

47.21839

7.891773

0.93145

47.4096

7.90834

0.93186

47.0199

7.637446

0.93021

26

16.96631

2.665646

0.88251

17.03502

2.713297

0.88432

16.60127

2.317044

0.87699

27

13.00324

2.012318

0.84768

13.05589

2.068049

−10.7599

12.61637

1.635321

0.83884

28

100.5812

21.25775

0.96363

100.9885

21.25136

0.96374

100.6765

21.06528

0.96331

29

156.4523

32.22137

0.96612

157.0858

32.20155

0.96618

156.8552

32.06363

0.96592

30

212.3234

42.8954

0.96727

213.1832

43.02969

0.96732

213.0339

42.9247

0.96713

4. 结论

本研究采用热重–差热联用分析(tg-dta)技术测试了新型fe3o4/羧甲基壳聚糖/聚苯胺材料的热分解过程,其tg-dsc曲线表明复合物的分解分为两个阶段,掺杂后的聚苯胺的热性能有所提高:第一阶段为180℃~380℃,第二阶段为400℃~460℃;第一阶段的失重率为32%,第二阶段的失重率为33%,总体的失重率为65%。利用热重红外(tg-ftir)联用技术得到复合物的热分解瀑布图,根据非等温动力学的相关知识算出了其第一步分解的非等温动力学方程为(1/3(1 − α)[−ln(1 − α)]3/t2 = (ar/βe)ee/rt (活化能e = 113.9281 kj∙mol−1、指前因子为lna = 20.705),动力学表达式为lna= 4.95373e 7.43443;第二步非等温动力学方程为(1/3)(1 − α)[−ln(1 − α)]2/t2 = (ar/βe)ee/rt (活化能为e = 184.578 kj∙mol−1、指前因子为lna = 33.95),动力学表达式为lna = 5.09915e 5.61035。

参考文献

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