calculating the shear strain from a diagram
Hello,
The solution for this question is given below. Isn't shear strain the angle change between the two lines that were previously perpendicular?
If so then shouldn't it be equal to tan inverse of 2 / 16? The solution uses 10 for the adjacent length as shown in the picture, but I don't understand where they get it from?
Help would be nice.
The solution for this question is given below. Isn't shear strain the angle change between the two lines that were previously perpendicular?
If so then shouldn't it be equal to tan inverse of 2 / 16? The solution uses 10 for the adjacent length as shown in the picture, but I don't understand where they get it from?
Help would be nice.
(edited 9 years ago)
Original post by leosco1995
...
You're after the shear strain in the nylon only.
I feel really silly after you wrote that.
Thanks, appreciated.
Thanks, appreciated.
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