Visvesvaraya Technological University (VTU) 2010 M.E First Sester (/e )Computational Structural chanics - Question Paper
Third semester exam (May/June 2010)
Computational Structural Mechanics
USN 08CSE12
Note: Answer any FIVE full questions.
Important Note : 1. On completing your answers, compulsorily draw diagonal cross lines on the remaining blank pages.
USN 08CSE12
1 a. What is kinematic indeterminacy and static indeterminacy? Explain with examples.
USN 08CSE12
(08 Marks)
USN 08CSE12
b. Determine the flexibility matrix of the cantilever beam shown in Fig. 1(b). (12 Marks)
Fig. 1(b)
Analyze the continious beam by flexibility method. Refer Fig.2.
(20 Marks)
10 KM
50V>7i
I
Cm
k-
Fig.2.
Analyze the given frame by flexibility method and draw the BMD. Refer Fig.3. (20 Marks)
4 no J | |
& |
'iro |
1 | |
9,r0 Tv | |
EI = constant for all members.
Fig.3.
Analyze the continious beam by flexibility method. EI is constant for all members. Refer Fig.4. (20 Marks) |
Analyze the pin jointed truss given in Fig.5 for the forces in the members for the given
(20 Marks)
loading by flexibility method. Refer Fig.5.
3 rn | |
A and E are same for all the members. Fig.5 |
Analyze the continious beam by stiffness method. Refer Fig.6.
(20 Marks)
Fig.6. |
Analyze the given frame by stiffness method. EF is same for all members. Refer Fig.7.
(20 Marks)
4- |
Explain the following :
a. Principle of contragradience.
b. Band width minimization.
c. Gauss elimination for solving simultaneous equations.
d. Salient features of stiffness matrix.
(20 Marks)
2 of 2
Attachment: |
Earning: Approval pending. |