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Chapter 13 homework assignment solutions

Solutions for the chapter 13 homework assignment are attached.

-- Dr. VanLandingham

 

Lecture 8 slides

The slides for tonight's class are attached.

--  Dr. VanLandingham

 

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Attachment(s): Lecture 8 final.pdf

Question on Chapter 13 homework assignment

I received the following question via email:

I am a little confused about how to deal with Ramberg Osgood stress strain curves when trying to set up a curve for moment versus edge strain and I have a similar problem with Torsion. Is it possible to break the Ramberg Osgood curve into an elastic section and a power hardening section, or does equation13.27 (the one with Beta's) have to be used? If equation 13.27 is the right way to go, how is it possible to eliminate yield stress from the equation and make the expression a function of edge strain?

Answer: 

You don't have to have an explicit equation to make the plot.  You have eq 13.27 relating M to edge stress, and then you have the ramberg-osgood equation, which you can use to calculate edge strain from edge stress. 

-- Dr. VanLandingham

Chapter 12 part 2 homework assignment solutions

The solutions to the second batch of homework problems from Chapter 12 are attached.

--  Dr. VanLandingham

 

Lecture 7 notes

Lecture notes from last night's class on chapter 13 are attached.

--  Dr. VanLandingham

 

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Attachment(s): Lecture 7 final.pdf

Chapter 12 homework assignment part 1 -- solutions

Solutions for the homework that you just completed are attached.

-- Dr. VanLandingham

 

Lecture 6 notes

Lecture notes from last night's class are attached.

--  Dr. VanLandingham

 

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Attachment(s): Lecture 6 final.pdf

Lecture 5 notes

I updated the slides I used during the last lecture on Monday to include information that I provided on the board.  The slides are attached.  Please note that the homework assignment includes a problem listed on slide 20 along with problems found at the end of chapter 12, as listed on the first and last slide (syllabus table).

--  Dr. VanLandingham

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Attachment(s): Lecture 5 final.pdf

Solutions to Mid-Term Exam

Those interested in the solutions to the problems on the mid-term exam, please see the attachment.

--  Dr. VanLandingham

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Attachment(s): Mid-term solutions.pdf

Review Slides

The slides containing the subject matter to be reviewed prior to the mid-term are attached.

-- Dr. VanLandingham

 

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Attachment(s): Mid-term review.pdf

Solutions to suggested Chapter 7 problems

At the end of the last class, in lieu of homework being due the day of the mid-term, I suggested a few additional problems from chapter 7 for you to study.  The solutions to those problems are attached.

--  Dr. VanLandingham

 

Solutions to Chapter 7 homework assignment

The solutions to the chapter 7 homework assignment are attached. 

--  Dr. VanLandingham

 

Solutions for problem 5.29 and chapter 6 homework

Please view / download the attachment to obtain solutions for problem 5.29 (not included in the previous chapter 5 homework solutions file) and all of the chapter 6 homework problems.

--  Dr. VanLandingham

 

Chapter 7 Homework Question

I received the following question about problem 7.13 via email:

Q:  The appendix does not describe how circular shafts load behave under tension, bending and torsion at the same time. Where/how am I supposed to get this information?

A:  As we've discussed on a couple of problems, you can take the individual stresses determined from each loading case and combine them to give the stresses in the combined loading case.  You will need to use information from both Figure A.1 and Figure A.2.  In Figure A.1, although different shapes are shown in the illustrations, the equations are general and not shape specific.  Thus, tension loading is shown in (a), bending in (b), and torsion in (c).  In each case, you will need to substitute specific expressions for area, A, area moment of inertia, Iz, and angular moment of inertia, J, from Figure A.2 (b), which provides A, Iz, and J specifically for a solid circular shaft cross-section.

-- Dr. VanLandingham

 

Lecture 4 notes

Lecture notes for this week's class (Oct 14) are attached.

 --  Dr. VanLandingham

 

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Attachment(s): Lecture 4 final.pdf
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