Modules / Lectures
Module NameDownloadDescriptionDownload Size
Week 1Tutorial-6Tutorial-61038
Week 1Tutorial-5Tutorial-5637
Week 1Tutorial-4Tutorial-4146
Week 1Tutorial-3Tutorial-3671
Week 1Tutorial-2Tutorial-2243
Week 1Tutorial-1Tutorial-1409
Week 1Lecture-6-Lecture-9Lecture-6-Lecture-984
Week 1Lecture 2 - Lecture 5Lecture 2 - Lecture 5105
Week 1Lecture 1Lecture 1119
Week 2Tutorial-7Tutorial-7396
Week 2Lecture-6-Lecture-9Lecture-6-Lecture-984
Week 3Lecture-22-Lecture-24Lecture-22-Lecture-2421
Week 3Lecture-18-Lecture-21Lecture-18-Lecture-21127
Week 4Lecture-30-Lecture-32Lecture-30-Lecture-322241
Week 4Lecture-27-Lecture-29Lecture-27-Lecture-2987
Week 4Lecture-25-Lecture-26Lecture-25-Lecture-2647
Week 4Lecture-22-Lecture-24Lecture-22-Lecture-2421
Week 5Lecture-33-Lecture-35Lecture-33-Lecture-352853
Week 5Lecture-30-Lecture-32Lecture-30-Lecture-322241
Week 6Lecture-38-Lecture-39Lecture-38-Lecture-39731
Week 6Lecture-36-Lecture-37Lecture-36-Lecture-37819
Week 6Lecture-33-Lecture-35Lecture-33-Lecture-352853
Week 7Lecture-48-Lecture-49Lecture-48-Lecture-49752
Week 7Lecture-46-Lecture-47Lecture-46-Lecture-471684
Week 7Lecture-42-Lecture-45Lecture-42-Lecture-451804
Week 7Lecture-40-Lecture-41Lecture-40-Lecture-411143
Week 8Lecture-48-Lecture-49Lecture-48-Lecture-49752
Week 8Lecture-50-Lecture-52Lecture-50-Lecture-52616
Week 8Lecture-53-Lecture-54Lecture-53-Lecture-541222
Week 8Lecture-55-Lecture-57Lecture-55-Lecture-571273
Week 9Lecture-55-Lecture-57Lecture-55-Lecture-571273
Week 9Lecture-58Lecture-582032
Week 9Lecture-59-Lecture-64Lecture-59-Lecture-642738
Week 10Lecture-59-Lecture-64Lecture-59-Lecture-642738
Week 10Lecture-65-Lectue-69Lecture-65-Lectue-694100
Week 11Lecture-70-Lecture-71Lecture-70-Lecture-711362
Week 11Lecture-72-Lecture-73Lecture-72-Lecture-731229
Week 11Lecture-74-Lecture-75Lecture-74-Lecture-751735
Week 12Lecture-74-Lecture-75Lecture-74-Lecture-751735
Week 12Lecture-76-Lecture-77Lecture-76-Lecture-771281
Week 12Lecture-78-Lecture-80Lecture-78-Lecture-80926


New Assignments
Module NameDownload
noc18_mm17_Assignment1noc18_mm17_Assignment1
noc18_mm17_Assignment10noc18_mm17_Assignment10
noc18_mm17_Assignment11noc18_mm17_Assignment11
noc18_mm17_Assignment12noc18_mm17_Assignment12
noc18_mm17_Assignment13noc18_mm17_Assignment13
noc18_mm17_Assignment2noc18_mm17_Assignment2
noc18_mm17_Assignment3noc18_mm17_Assignment3
noc18_mm17_Assignment4noc18_mm17_Assignment4
noc18_mm17_Assignment5noc18_mm17_Assignment5
noc18_mm17_Assignment6noc18_mm17_Assignment6
noc18_mm17_Assignment7noc18_mm17_Assignment7
noc18_mm17_Assignment8noc18_mm17_Assignment8
noc18_mm17_Assignment9noc18_mm17_Assignment9


Sl.No Chapter Name MP4 Download
1Module 1 - Lecture 1 : Solution modelsDownload
2Module 1 - Lecture 2 : Summary of solution modelsDownload
3Module 1 - Lecture 3 : G vs X diagramsDownload
4Module 1 - Lecture 4 : Phase diagramsDownload
5Module 1 - Lecture 5 : Bond breaking modelDownload
6Module 2 - Lecture 6 : Chemical potentialDownload
7Module 1 - Tutorial 1Download
8Module 1 - Tutorial 2Download
9Module 1 - Tutorial 3Download
10Module 1 - Tutorial 4Download
11Module 1 - Tutorial 5Download
12Module 2 - Tutorial 6Download
13Module 2 - Lecture 7 : Diffusion and chemical potentialDownload
14Module 2 - Lecture 8 : Fick's lawDownload
15Module 2 - Lecture 9 : Failure of classical diffusion equationDownload
16Module 2 - Lecture 10 : Some referencesDownload
17Module 3 - Lecture 11 : Spinodal decomposition - some historyDownload
18Module 3 - Lecture 12 : Spinodal decompositionDownload
19Module 3 - Lecture 13 : StabilityDownload
20Module 3 - Lecture 14 : Thermodynamic property : composition dependenceDownload
21Module 3 - Lecture 15 : Regions of stabilityDownload
22Module 3 - Lecture 16 : Understanding spinodal regionDownload
23Module 2 - Tutorial 7Download
24Module 4 - Lecture 17 : Solution to classical diffusion equationDownload
25Module 4 - Lecture 18 : Diffusion and mobility IDownload
26Module 4 - Lecture 19 : Diffusion and mobility IIDownload
27Module 4 - Lecture 20 : Failure of classical diffusion equationDownload
28Module 4 - Lecture 21 : Non-classical diffusion equationDownload
29Module 5 - Lecture 22 : GNU Octave : IntroductionDownload
30Module 5 - Lecture 23 : GNU Octave : interactive modeDownload
31Module 5 - Lecture 24 : GNU Octave : script modeDownload
32Module 6 - Lecture 25 : Ideal solution using octaveDownload
33Module 6 - Lecture 26 : Regular solution using octaveDownload
34Module 6 - Lecture 27 : Constructing phase diagramDownload
35Module 6 - Lecture 28 : Plotting spinodalDownload
36Module 7 - Lecture 29 : Non-dimensionalisation of diffusion equationDownload
37Module 7 - Lecture 30 : Diffusion and Fourier law of heat conductionDownload
38Module 8 - Lectures 31 : Diffusion equation : Analytical solution IDownload
39Module 8 - Lectures 32 : Diffusion equation : Analytical solution IIDownload
40Module 8 - Lectures 33 : Diffusion equation : Error function solution IDownload
41Module 8 - Lecture 34 : Diffusion equation: Error function solution IIDownload
42Module 9 - Lecture 35 : Diffusion equation : finite difference methodDownload
43Module 9 - Lecture 36 : Diffusion equation : zero flux BC and explicit methodDownload
44Module 9 - Lecture 37 : Diffusion equation : zero flux BC and implicit methodDownload
45Module 9 - Lecture 38 : Diffusion equation : imposed concentration BC and explicit/implicit methodsDownload
46Module 10 - Lecture 39 : Periodic boundary conditions (PBC)Download
47Module 10 - Lecture 40 : Expicit method with PBCDownload
48Module 10 - Lecture 41 : Spectral Techniques IDownload
49Module 10 - Lecture 42 : Spectral Techniques IIDownload
50Module 10 - Lecture 43 : Implicit spectral methodDownload
51Module 11 - Lecture 44 : Scalars, vectors and tensorsDownload
52Module 11 - Lecture 45 : Coordinate transformationDownload
53Module 11 - Lecture 46 : Transformation lawsDownload
54Module 11 - Lecture 47 : II rank tensors and Neumann principleDownload
55Module 12 - Lecture 48 : Group theoryDownload
56Module 12 - Lecture 49 : Crystal: symmetry elements IDownload
57Module 12 - Lecture 50 : Crystal: symmetry elements IIDownload
58Module 12 - Lecture 51 : Understanding Neumann's principleDownload
59Module 12 - Lecture 52 : Representation quadricDownload
60Module 13 - Lecture 53 : Variational calculusDownload
61Module 13 - Lecture 54 : Optimization of functionals IDownload
62Module 13 - Lecture 55 : Optimization of functional IIDownload
63Module 13 - Lecture 56 : Variational derivativeDownload
64Module 13 - Lecture 57 : Free energy functionalDownload
65Module 14 - Lecture 58 : Derivation of Cahn-Hilliard (CH) equation IDownload
66Module 14 - Lecture 59 : Derivation of Cahn-Hilliard (CH) equation IIDownload
67Module 14 - Lecture 60 : Free energy versus concentration curvesDownload
68Module 14 - Lecture 61 : Diffusion equation versus CHDownload
69Module 15 - Lecture 62 : Numerical solution of CH: finite differenceDownload
70Module 15 - Lecture 63 : Numerical solution of CH: spectral methodDownload
71Module 16 - Lecture 64 : Interfacial energy in CHDownload
72Module 16 - Lecture 65 : CH: analytical solutionDownload
73Module 16 - Lecture 66 : Interfacial energy in CH: analytical calculationDownload
74Module 16 - Lecture 67 : Interfacial energy: numerical versus analytical valuesDownload
75Module 17 - Lecture 68 : Order-disorder transition and Allen-Cahn equationDownload
76Module 17 - Lecture 69 : AC: numerical solutionDownload
77Module 18 - Lecture 70 : Spinodal decomposition in 2DDownload
78Module 18 - Lecture 71 : Order-disorder transformationDownload
79Module 18 - Lecture 72 : Gibbs Thomson effectDownload
80Module 18 - Lecture 73 : Grain growthDownload
81Module 19 - Lecture 74 : Precipitate growth IDownload
82Module 19 - Lecture 75 : Precipitate growth IIDownload
83Module 20 - Lecture 76 : Grain growth: Fan-Chen model IDownload
84Module 20 - Lecture 77 : Grain growth: Fan-Chen model IIDownload
85Module 21 - Lecture 78 : Grain boundary grooving IDownload
86Module 21 - Lecture 79 : Grain boundary grooving IIDownload
87Module 22 - Lecture 80 : Overview of phase field modellingDownload

Sl.No Chapter Name English
1Module 1 - Lecture 1 : Solution modelsDownload
Verified
2Module 1 - Lecture 2 : Summary of solution modelsDownload
Verified
3Module 1 - Lecture 3 : G vs X diagramsDownload
Verified
4Module 1 - Lecture 4 : Phase diagramsDownload
Verified
5Module 1 - Lecture 5 : Bond breaking modelDownload
Verified
6Module 2 - Lecture 6 : Chemical potentialDownload
Verified
7Module 1 - Tutorial 1Download
Verified
8Module 1 - Tutorial 2Download
Verified
9Module 1 - Tutorial 3Download
Verified
10Module 1 - Tutorial 4Download
Verified
11Module 1 - Tutorial 5Download
Verified
12Module 2 - Tutorial 6Download
Verified
13Module 2 - Lecture 7 : Diffusion and chemical potentialDownload
Verified
14Module 2 - Lecture 8 : Fick's lawDownload
Verified
15Module 2 - Lecture 9 : Failure of classical diffusion equationDownload
Verified
16Module 2 - Lecture 10 : Some referencesDownload
Verified
17Module 3 - Lecture 11 : Spinodal decomposition - some historyDownload
Verified
18Module 3 - Lecture 12 : Spinodal decompositionDownload
Verified
19Module 3 - Lecture 13 : StabilityDownload
Verified
20Module 3 - Lecture 14 : Thermodynamic property : composition dependenceDownload
Verified
21Module 3 - Lecture 15 : Regions of stabilityDownload
Verified
22Module 3 - Lecture 16 : Understanding spinodal regionDownload
Verified
23Module 2 - Tutorial 7Download
Verified
24Module 4 - Lecture 17 : Solution to classical diffusion equationDownload
Verified
25Module 4 - Lecture 18 : Diffusion and mobility IDownload
Verified
26Module 4 - Lecture 19 : Diffusion and mobility IIDownload
Verified
27Module 4 - Lecture 20 : Failure of classical diffusion equationDownload
Verified
28Module 4 - Lecture 21 : Non-classical diffusion equationDownload
Verified
29Module 5 - Lecture 22 : GNU Octave : IntroductionDownload
Verified
30Module 5 - Lecture 23 : GNU Octave : interactive modeDownload
Verified
31Module 5 - Lecture 24 : GNU Octave : script modeDownload
Verified
32Module 6 - Lecture 25 : Ideal solution using octaveDownload
Verified
33Module 6 - Lecture 26 : Regular solution using octaveDownload
Verified
34Module 6 - Lecture 27 : Constructing phase diagramDownload
Verified
35Module 6 - Lecture 28 : Plotting spinodalDownload
Verified
36Module 7 - Lecture 29 : Non-dimensionalisation of diffusion equationDownload
Verified
37Module 7 - Lecture 30 : Diffusion and Fourier law of heat conductionDownload
Verified
38Module 8 - Lectures 31 : Diffusion equation : Analytical solution IDownload
Verified
39Module 8 - Lectures 32 : Diffusion equation : Analytical solution IIDownload
Verified
40Module 8 - Lectures 33 : Diffusion equation : Error function solution IDownload
Verified
41Module 8 - Lecture 34 : Diffusion equation: Error function solution IIDownload
Verified
42Module 9 - Lecture 35 : Diffusion equation : finite difference methodDownload
Verified
43Module 9 - Lecture 36 : Diffusion equation : zero flux BC and explicit methodDownload
Verified
44Module 9 - Lecture 37 : Diffusion equation : zero flux BC and implicit methodDownload
Verified
45Module 9 - Lecture 38 : Diffusion equation : imposed concentration BC and explicit/implicit methodsDownload
Verified
46Module 10 - Lecture 39 : Periodic boundary conditions (PBC)Download
Verified
47Module 10 - Lecture 40 : Expicit method with PBCDownload
Verified
48Module 10 - Lecture 41 : Spectral Techniques IDownload
Verified
49Module 10 - Lecture 42 : Spectral Techniques IIDownload
Verified
50Module 10 - Lecture 43 : Implicit spectral methodDownload
Verified
51Module 11 - Lecture 44 : Scalars, vectors and tensorsDownload
Verified
52Module 11 - Lecture 45 : Coordinate transformationDownload
Verified
53Module 11 - Lecture 46 : Transformation lawsDownload
Verified
54Module 11 - Lecture 47 : II rank tensors and Neumann principleDownload
Verified
55Module 12 - Lecture 48 : Group theoryDownload
Verified
56Module 12 - Lecture 49 : Crystal: symmetry elements IDownload
Verified
57Module 12 - Lecture 50 : Crystal: symmetry elements IIDownload
Verified
58Module 12 - Lecture 51 : Understanding Neumann's principleDownload
Verified
59Module 12 - Lecture 52 : Representation quadricDownload
Verified
60Module 13 - Lecture 53 : Variational calculusDownload
Verified
61Module 13 - Lecture 54 : Optimization of functionals IDownload
Verified
62Module 13 - Lecture 55 : Optimization of functional IIDownload
Verified
63Module 13 - Lecture 56 : Variational derivativeDownload
Verified
64Module 13 - Lecture 57 : Free energy functionalDownload
Verified
65Module 14 - Lecture 58 : Derivation of Cahn-Hilliard (CH) equation IDownload
Verified
66Module 14 - Lecture 59 : Derivation of Cahn-Hilliard (CH) equation IIDownload
Verified
67Module 14 - Lecture 60 : Free energy versus concentration curvesDownload
Verified
68Module 14 - Lecture 61 : Diffusion equation versus CHDownload
Verified
69Module 15 - Lecture 62 : Numerical solution of CH: finite differenceDownload
Verified
70Module 15 - Lecture 63 : Numerical solution of CH: spectral methodDownload
Verified
71Module 16 - Lecture 64 : Interfacial energy in CHDownload
Verified
72Module 16 - Lecture 65 : CH: analytical solutionDownload
Verified
73Module 16 - Lecture 66 : Interfacial energy in CH: analytical calculationDownload
Verified
74Module 16 - Lecture 67 : Interfacial energy: numerical versus analytical valuesDownload
Verified
75Module 17 - Lecture 68 : Order-disorder transition and Allen-Cahn equationDownload
Verified
76Module 17 - Lecture 69 : AC: numerical solutionDownload
Verified
77Module 18 - Lecture 70 : Spinodal decomposition in 2DDownload
Verified
78Module 18 - Lecture 71 : Order-disorder transformationDownload
Verified
79Module 18 - Lecture 72 : Gibbs Thomson effectDownload
Verified
80Module 18 - Lecture 73 : Grain growthDownload
Verified
81Module 19 - Lecture 74 : Precipitate growth IPDF unavailable
82Module 19 - Lecture 75 : Precipitate growth IIPDF unavailable
83Module 20 - Lecture 76 : Grain growth: Fan-Chen model IPDF unavailable
84Module 20 - Lecture 77 : Grain growth: Fan-Chen model IIPDF unavailable
85Module 21 - Lecture 78 : Grain boundary grooving IPDF unavailable
86Module 21 - Lecture 79 : Grain boundary grooving IIPDF unavailable
87Module 22 - Lecture 80 : Overview of phase field modellingPDF unavailable


Sl.No Language Book link
1EnglishNot Available
2BengaliNot Available
3GujaratiNot Available
4HindiNot Available
5KannadaNot Available
6MalayalamNot Available
7MarathiNot Available
8TamilNot Available
9TeluguNot Available