Suppose that the deformation of a continuous BOUY is 1 1 x(X) = (3 – 2X1 – X2)e1 + (2 +;X1 –X2)e2 + X3e3 %3D 2 Determine the matrix representaion of the deformation gradient and its inverse.
Suppose that the deformation of a continuous BOUY is 1 1 x(X) = (3 – 2X1 – X2)e1 + (2 +;X1 –X2)e2 + X3e3 %3D 2 Determine the matrix representaion of the deformation gradient and its inverse.
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![Exercise 2
Suppose that the deformation of a continuous body is given by
1
x(X) = (3 – 2X1 – X2)e1 + (2 + ;X1 - ;X2)e2+ X3e3
|
2
Determine the matrix representaion of the deformation gradient and its
inverse.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0ef374a6-29c3-47c9-b0b4-901deb5bf1f1%2Fba1947cd-b48b-4da7-ae84-50a4459e6763%2Ffg3qz6k_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Exercise 2
Suppose that the deformation of a continuous body is given by
1
x(X) = (3 – 2X1 – X2)e1 + (2 + ;X1 - ;X2)e2+ X3e3
|
2
Determine the matrix representaion of the deformation gradient and its
inverse.
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