WDetermine the transformed reduced stiffness matrix for a unidirectional plyoriented at 45 degrees to the global x-axis for the material.S[Q]= [150.72 2.412.41 8.040 0English (United Kingdom) Text Predictions: On- Q Search23Where:Using the formula below:F3E[T] =$4 €R[T]-¹=F00 GPF510][cos²0sin²0-sin coseAccessibility: Good to go%5[cos²0sin²0sin coseQ = [T]¹[Q][T] TTF66Gsin²0cos²0sin cosesin 20cos²0-sin@cose2sin cose-2sin@cosecos²0-sin²0]&H-2sin cose2sin cosecos²0-sin²0]FBLUU* 00OJF98(9F10KMFocus GOF110BP

The reduced stiffness matrix is The angle of orientation is

Determine the transformed reduced stiffness matrix for a unidirectional ply oriented at 45 degrees to the global x-axis for the material. [Q]=[150.72 2.41 8.04 0 0 2.41 Where: 0 0 GP Using the formula below: [T] = 10] [cos²0 sin²0 Q = [T]¹[Q][T] T sin20 cos²0 -sin cose sin cose 2sin cose -2sin@cose cos20-sin²0]

Determine the transformed reduced stiffness matrix for a unidirectional ply oriented at 45 degrees to the global x-axis for the material. [Q]=[150.72 2.41 8.04 0 0 2.41 Where: 0 0 GP Using the formula below: [T] = 10] [cos²0 sin²0 Q = [T]¹[Q][T] T sin20 cos²0 -sin cose sin cose 2sin cose -2sin@cose cos20-sin²0]

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Question

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W
Determine the transformed reduced stiffness matrix for a unidirectional ply
oriented at 45 degrees to the global x-axis for the material.
S
[Q]= [150.72 2.41
2.41 8.04
0 0
English (United Kingdom) Text Predictions: On
- Q Search
23
Where:
Using the formula below:
F3
E
[T] =
$
4 €
R
[T]-¹=
F
0
0 GP
F5
10]
[cos²0
sin²0
-sin cose
Accessibility: Good to go
%
5
[cos²0
sin²0
sin cose
Q = [T]¹[Q][T] T
T
F6
6
G
sin²0
cos²0
sin cose
sin 20
cos²0
-sin@cose
2sin cose
-2sin@cose
cos²0-sin²0]
&
H
-2sin cose
2sin cose
cos²0-sin²0]
FB
LU
U
* 00
O
J
F9
8
(
9
F10
K
M
Focus GO
F11
0
B
P

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