Delta rosette is a set of three strain gages oriented at 120° relative to each other. The strain measured with each of the strain gages is e. Eg, and ee The principal strains e, and e, can be caleculated from the strains measured with the rosette by: Write a user-defined MATLAB function that deter- mines the principal strains given the strains e, Eg. and ee. For the function name and arguments, use (P1, P2)=DeltaRos (A, B, C). The input arguments A, B, and c are the values of the three strains measured by the rosette. The output arguments P1 and P2 are the values of the principal strains. Use the function to determine the principal strains for the following cases: (a) =42 H, =970 u, e = 340 u. (b) =110 , g =80 µ, = - 60 u.

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Delta rosette is a set of three strain gages oriented at
120° relative to each other. The strain measured
with each of the strain gages is e4, Eg, and Ec. The
principal strains e, and e, can be calculated from
the strains measured with the rosette by:
Write a user-defined MATLAB function that deter-
¿('3- ») + „(– #>) + „(®5 – '3)
mines the principal strains given the strains &, Eg,
and ec. For the function name and arguments, use
[P1, P2] =DeltaRos (A, B,C). The input arguments A, B, and C are the
values of the three strains measured by the rosette. The output arguments
P1 and P2 are the values of the principal strains.
Use the function to determine the principal strains for the following
cases:
(a) e, =42 u, =970 µ, = 340 µ.
(b) €, =110 µ, €g =80 µ, E = - 60 µ.
Function e
C Reset
DO MATLAB Documentation
Code to call your function e
C Reset
Transcribed Image Text:Delta rosette is a set of three strain gages oriented at 120° relative to each other. The strain measured with each of the strain gages is e4, Eg, and Ec. The principal strains e, and e, can be calculated from the strains measured with the rosette by: Write a user-defined MATLAB function that deter- ¿('3- ») + „(– #>) + „(®5 – '3) mines the principal strains given the strains &, Eg, and ec. For the function name and arguments, use [P1, P2] =DeltaRos (A, B,C). The input arguments A, B, and C are the values of the three strains measured by the rosette. The output arguments P1 and P2 are the values of the principal strains. Use the function to determine the principal strains for the following cases: (a) e, =42 u, =970 µ, = 340 µ. (b) €, =110 µ, €g =80 µ, E = - 60 µ. Function e C Reset DO MATLAB Documentation Code to call your function e C Reset
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