unit 9 - Deflection of beam
1 Introduction 0:17:27
2 Differential equation of deflection curve (exact & approximate) 0:26:36
3 Various methods to find deflection and angle of slope 0:06:02
4 Selection of method to find deflection and angle of slope 0:49:21
5 Double integration method (boundary condition and sign convention) 0:25:04
6 Double integration method (DTP) 0:23:46
7 Double integration method (DTP) 0:14:23
8 Double integration method (DTP) 0:18:05
9 Double integration method (DTP) 0:30:46
10 Double integration method (DTP) 0:03:20
11 Double integration method (DTP) to be combine 0:21:52
12 Some importent point to be remember in SSB 0:16:40
13 Double integration method in SSB (DTP) 0:25:33
14 Double integration method in SSB (DTP) 0:29:54
15 Limitation of double integration method 0:20:09
16 Macaulay's function and integration of macaulay's function 0:15:23
17 How to write bending moment equation in terms of macaulay's function (Part I) 00:14:08 I
18 How to write bending moment equation in terms of macaulay's function (Part II) 0:13:59
19 How to write bending moment equation in terms of macaulay's function (Part III) 0:12:06
20 How to write bending moment equation in terms of macaulay's function (Part IV) 0:18:26
21 Macaulay's method (DTP) 0:21:13
22 Macaulay's method (DTP) 0:30:00
23 Moment area theorem 1 0:17:06
24 Slope of any point by using moment area theorem I in canilever beam 0:16:02
25 Slope of any point by using moment aretheorem I in canilever beam (DTP) 0:24:59
26 Slope of any point by using moment aretheorem I in canilever beam (DTP) 0:24:57
27 Slope of any point by using moment aretheorem I in canilever beam (DTP) 0:14:54
28 Slope of any point by using moment aretheorem I in canilever beam (DTP) 0:42:48
29 Slope of any point by using moment aretheorem I in canilever beam (DTP) 0:21:58
30 Moment area theorem 2 0:28:42
31 Deflection of any point by using moment area theorem 2 in canilever beam 0:22:21
32 Deflection of any point by using moment area theorem 2 in canilever beam (DTP) 0:23:56
33 Deflection of any point by using moment area theorem 2 in canilever beam (DTP) 0:26:12
34 Deflection of any point by using moment area theorem 2 in canilever beam (DTP) 0:12:26
35 Deflection of any point by using moment area theorem 2 in canilever beam (DTP) 0:26:14
36 Deflection of any point by using moment area theorem 2 in canilever beam (DTP) 0:28:59
37 Application of moment area theorem I in SSB under symmetric condition (to
calculate slope) 0:12:33
38 Application of moment area method in SSB under symmetric condition (DTP) 0:10:33
39 Application of moment area theorem II in SSB under symmetric condition (to
calculate deflection of center point) 0:18:42
40 Application of moment area method in SSB under symmetric condition (DTP) 0:08:03
41 Application of moment area method in SSB under symmetric condition (DTP) 0:20:58
42 Application of moment area method in SSB under symmetric condition (DTP) 0:13:19
43 Application of moment area theorem II to find slope at supports 0:11:34
44 Application of moment area theorem II to find slope at supports (DTP) 0:16:44
45 Application of moment area method in overhanging beam (DTP) 0:09:55
46 Strain energy under axial load 0:13:16
47 Strain energy under axial load (Duscussion through problem) 0:04:59
48 Strain energy under axial load (Duscussion through problem) 0:05:30
49 Strain energy under transverse load 0:05:08
50 Strain energy under transverse load (Duscussion through problem) 0:08:54
51 Strain energy under torsional load 00:0931
52 Castigliano's theorem (to find deflection) 0:38:34
53 Castigliano's theorem (DTP) 0:22:33
54 Castigliano's theorem (DTP) 0:14:46
55 Castigliano's theorem (to find angle of slope) 0:10:45
56 Castigliano's theorem (DTP) 0:15:34
57 Deflection and slope of some standard case (Part I) 0:22:50
58 Deflection and slope of some standard case (Part II) 0:06:30
59 Deflection and slope of some standard case (Part III) 0:08:54
60 Deflection and slope of some standard case (Part IV) 0:05:07
61 Maxwell raciprocal theorem 0:10:54
62 Superposition theorem (Very Imp) - DTP 0:22:57
63 W/B MCQ & NAT Q No. 1,2 & 3 0:24:17
64 W/B MCQ & NAT Q No. 4 0:10:41
65 W/B MCQ & NAT Q No. 6 0:20:04
66 W/B MCQ & NAT Q No. 7, 8 0:28:49
67 W/B MCQ & NAT Q No. 9 0:12:50
68 One imp question 0:28:37
69 One special question 0:23:57
70 Propped canilever beam 0:09:55
71 W/B MCQ & NAT Q No. 10,11 0:34:28
72 One Bonus concept regarding strain energy 0:05:00
73 W/B MCQ & NAT Q No. 12,13 0:05:00
74 Question discussion 0:20:00
75 Conjugate beam method (Part I) 0:25:00
76 Conjugate beam method (Part II)