A strain rosette with as shown, the measured strains
are . Determine the shear stress if
E = 70 GPa and v = 0.25
1 = 0º, e2 = 45°, 03 = 135° {1 = 300 um/m, &z = 100 um/m, 3 = 10 um/m. {2 3 E2 өз 1 м 3 ө х о
strain rosette shown in the figure was used to obtain normal strain data at a point on the free surface of a machine component. E-220 GPa, va0.3, a,--1 25 με, 6-95 μ, e-310 μα] Determine the shear stress in the xy plane. 71.1 MPa -89.7 MPa 41.8 MPa 97.1 MPa -33.3 MPa
strain rosette shown in the figure was used to obtain normal strain data at a point on the free surface of a machine component. E-220 GPa, va0.3, a,--1...
5-13. A rectangular rosette is attached to a steel plate having E 30 106 psi and v-03. The strain measurements are: (a) ε 500 μ¡n./in., ε.-300 μ¡n./in., and -100 μίη./in. (b) ε.-305 μ¡n./in., ε.-75 μ¡n./in., and ε.-150 μ¡n./in. Calculate the prin- cipal strains and stresses and the maximum shear stress. Locate the axis of the principal stress.
5-13. A rectangular rosette is attached to a steel plate having E 30 106 psi and v-03. The strain measurements are: (a) ε...
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1. The bracket is made of steel (Young's modulus 200 GPa; Poisson's ratio 0.3). When the force P is applied to the bracket, the gages in the strain rosette at point A have the following readings: E.-60 μ . Ep 135 μ l, and E.-264 μ (a) Determine the shear strain at point A. (b) Determine the orientation of the principal plane, the in-plane principal strains, the maximum in-plane shear strain, and the average in-plane normal strain. Determine the...
Question 7 A delta strain gauge rosette (60° angles between gauges) bonded to a magnesium alloy component, measured microstrain readings of 300, -240 and 60. Determine the principal strains and from them the principal stresses and the maximum shear stress at this point on the component (a) using analytical relationships and (b) by using Mohr's circles for strain and stress. The relevant material properties are: E = 80 x 10°N/m², v=0.3.
7. In an empirical stress analysis of the shown pliers, strain gages are used. Explain: a. the critical locations? b. how should strain gages be installed, and why? c. Are there any stress concentrations? any stress concentration, the will be at the point 95 - a strain gases 8. The data collected from a rosette strain gage are: at = 45 E = 70 x 10 at 0= 90 E: = 200 x 10 at 0= 135 Es = 130...
please provide a neat, correct and order wise solution thanks,
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On the aluminum plate (E-70GPa, v= 0.25), three 45° rosette gages measure E4-5001, a.-150μ and 2001, respectively (,-"X 10-6"). Note the alignments of the gages with respect to the coordinate axes as shown. 45° (a) Determine the strain components a, a, & and (b) Compute the stress components o, σ , o, and Tp, using the Hooke's law, and the strain energy density JH (c) (extra credit 4pts)...
1. A strain gage rosette is an electromechanical device that can measure relative surface elongation on three directions. Bonding such a device to the surface of a structure allows determination of normal strain along the gage arms. Such a rosette is mounted on the surface of a stress-free elastic solid as shown at the right. Upon loading, the three gage readings are 30 a30 Ea-300 x 10-6, ε,-400 x 10-6, ε.-100 x 10-6 Assuming the material is steel with E-207...
Part A - Question 3 (Total Marks for Part A - Question 3:20) A steel beam in an industrial structure is part of a complicated frame that was difficult to analyse. Using a rectangular strain gauge rosette, the actual strains at point A have been recorded while being subjected to test loads. It is necessary to determine the normal stresses and shear stresses in the actual beam subject to the test loads to check whether the stresses assumed in the...
The strain rosette shown was
used to obtain normal strain data at a point on the free surface of
a machine component. Given the values εa= -185 με, εb= -150 με, εc=
55 με, E = 10,800 ksi, and v = 0.33,
determine
(a) the stress components σx, σy, and τxy at the point.
(b) the principal stresses and the maximum in-plane shear stress at
the point; on paper, show these stresses on an appropriate sketch
that indicates the orientation...