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Matrix Method 2

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ST1PPN£SS MATRlY METHOD

Kiy

+Obtain
by Stnes oatorapo, maboix method-ce

4
13

d ur
d 9 o das= 00 dg*20
LAB 9)
6

LBe

19 6 -0.666)

SM

3.33 1:66 3
883

o"66 .33
D
|533 1-66
3.33 166
|66 3.32
1.33

2a0Kolm.

4
-&m

d
kAB

3 4

34
80N

Sm
(om

0| 0

AB = Ro

CBei261

ke
4x3

3×4

T
d d

3x4 m
K

3x G
3x3

Lo 0

O4 0.&
Leor
E)
Sm

CAB

Ro
lCBC
. 6 o.&

O&

4 m,
1

A Anause Beam by
Shutuia
l6KN 90lo.
AOK N
Smt
4m -7m
d

k
3

Fisb.
Suppost e Unhld
* Anatse sbemmume

4
O D
Lo o

80 3OKN.

d =
0 1 0
0

2
&
LAB
SHHDes bastoma hon Appocn

30rn!

KAB: O"8561

&

O05
S0-(-7667) 76-67 R-Pro
- l06.67

S 76-67 1
-106-67

nal mOmes
1 0

nxh Gxh
inahyse Beam y SHNDeN sp. ma
GOKN

6m 4m

.66183. 00
1

|8 33

(80) (Ic6 62) (i06 64).

53= 8-33 0.

66-64 933 0- G
+13-33

-10q
An Alie Beany by SMA,
30KN
80KN.

0. OI

KAB

BE1
6
k:

0.

30

90

885
Anayse Con ino beem by Sibtnen mUhod

16 KA

&m 49

O-66 O33

i330 66
6

o 66 O33

0.33

0
O66 o-33
0-66
033

0.66. O.33
0.33 0.66

t66 O.33

0 33 D-66
-0-89
|9.99
P

1-66 033
-089
19.49 033 O-66

final momensi
30KN

8m

--,

033 ¬1
6 1

O-66 O-33
0033, O66

1-6 0 66 0.33

&I-6 18 24 2y
|u3e 2.26] (Du]
1D:-1.06,

o& 16
O66 O33
O33 O66

0-8
-&6 -I-069
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O33

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t2y
35

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- au-38
(YD-m.

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(ro q87 7)
S6
-80
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130 17-7S
4 81-9

180 6

38

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