Question
In: Other
Average Normal Strain and Average Shear Strain
Average Normal Strain and Average Shear Strain
Learning Goal:
To determine the average normal strain and average shear strain in a known material based on a given load and geometry.
A flat plate ABCD distorts into the dashed shapeAB'C'D shown after a load is applied with a = 122.0 mm , b = 55.0 mm , g = 8.0 mm , f= 20.0 mm , and e = 7.0 mm .
Part A - Average normal strain alongAC
Determine the average normal strain (ϵAC)avg along AC after the load has been applied.
Express the average normal strain in millimeters per millimeter to three significant figures.
| (ϵAC)avg = | mm/mm |
Part B - Average shear strain at A
Determine the average shear strainγxy at A relative to thex and y axes.
Express the average shear strain in radians to three significant figures.
| γxy = | rad |
Part C - Average shear strain at pointC
Determine the average shear strainγxy at point C relative to thex and y axes after deformation.
Express the average shear strain in radians to three significant figures.
| γxy = | rad |
Solutions
Amanda K answered 2 years agoRelated Solutions
Plot the shear strain and the shear strain rate as functions of the shear angle, for...
Plot the shear strain and the shear strain rate as functions of
the shear angle, for several tool rake angles. Describe your
observations.
define the terms - Shear strain in shaft - Shear stress in shaft - Polar moment...
define the terms - Shear strain in shaft - Shear stress in shaft
- Polar moment of inertia - Polar section modulus - Torsion
rigidity -torsion
(c) Draw a schematic graph of resolved shear stress versus shear strain for a single crystal...
(c) Draw a schematic graph of resolved shear stress versus shear
strain for a single crystal of a pure metal. Clearly label the
point of the critical resolved shear stress and the three
subsequent stages of dislocation behaviour. Describe these three
stages.
(d) Explain why the critical resolved shear stress is much lower
than the theoretical strength, based on the force required to break
atomic bonds within the structure.
Derive the equation for the shear strain in terms of the mobile dislocation density and velocity
Derive the equation for the shear strain in terms of the mobile
dislocation density and velocity
Average yield of strain A was measured as 0.905 by 20 experiments and average yield of...
Average yield of strain A was measured as 0.905 by 20
experiments and average yield of strain B of the same organism
under same experimental conditions was measured as 0.873 by 15
experiments. Standard deviation of yields of strain A was K/1000
and standard deviation of yields of strain B was (K+15)/1000 where
K is the 17. a) Construct 95% confidence interval for the ratio of
population variance of yields of strain A to population variance of
yields of strain...
Average yield of strain A was measured as 0.905 by 20 experiments and average yield of...
Average yield of strain A was measured as 0.905 by 20
experiments and average yield of strain B of the same organism
under same experimental conditions was measured as 0.873 by 15
experiments. Standard deviation of yields of strain A was 33/1000
and standard deviation of yields of strain B was (33+15)/1000
a) Construct 95% confidence interval for the ratio of population
variance of yields of strain A to population variance of yields of
strain B.
b) Construct 99% confidence...
3. The average yield of strain A in the bioreactor was 0.905 as a result of...
3. The average yield of strain A in the bioreactor was
0.905 as a result of 20 measurements, and the average yield of
strain B under the same conditions was 0.882 after 15 measurements.
Standard deviations of these measurements were calculated as 0.012
for strain A and 0.015 for strain B. What assumptions are needed to
build a confidence interval of 99% significance for the difference
of the average yields of these two strains (uA-Ha). How can this
assumption be...
Derive the transformation equations for normal stress and shear stress acting on the inclined plane (for...
Derive the transformation equations for normal stress and shear
stress acting on the inclined
plane (for 2D case)
shear thickening vs shear thickening material ?
shear thickening vs shear thickening material ?
Introduction to engineering experimentation A strain sensor manufacturing company tested the average lifetime of their sensor...
Introduction to engineering experimentation
A strain sensor manufacturing company tested the average
lifetime of their sensor and found the following results in
days
1820, 1960, 2050, 1800, 1500, 1750, 1700, 1775, 2000, 1905
a) Find the mean, median, and standard
deviation of the lifetime of the sensor
mean= 1826
median=1810
standard deviation=153.6
b) State the type of distribution you would use to
estimate the 95% confidence interval on the mean and then calculate
the value?
c) Determine if you can...
ADVERTISEMENT
ADVERTISEMENT
Latest Questions
- This is Introduction to PowerLab 1. a) Describe what is actually being recorded by the PowerLab...
- Geary Machine Shop is considering a 4-year project to improve its production efficiency. Buying a new...
- Describe the difference in director, officer, and shareholder in these 6 questions. 1.What is your function...
- What phenomena can be explained using a wave model of light? Do this carefully and thoroughly....
- In the second moral argument of Ann Garry’s passage, pornography is said to “not treat women...
- Should policing as an institution be reformed in America? If so, what reforms should be implemented...
- GfK, a European custom marketing research company, conducted a two-year, two-part study to determine the new...
ADVERTISEMENT