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gtheler hace 6 años
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Se han modificado 5 ficheros con 5 adiciones y 2 borrados
  1. +1
    -0
      .gitignore
  2. BIN
      CS-Book.docx
  3. +2
    -0
      make.sh
  4. +1
    -1
      meta.yaml
  5. +1
    -1
      nafems4.md

+ 1
- 0
.gitignore Ver fichero

@@ -16,3 +16,4 @@ nafems4.pdf
nafems4.docx
nafems4.epub
nafems4.nafems4.docx
nafems4.odt

BIN
CS-Book.docx Ver fichero


+ 2
- 0
make.sh Ver fichero

@@ -124,6 +124,8 @@ for format in ${formats}; do
elif [[ "${format}" == "html" ]]; then
template_file="${template}.html"
flags="${flags} --katex"
elif [[ "${format}" == "docx" ]]; then
flags="${flags} --reference-doc=CS-Book.docx"
else
template_file="${template}.${format}"
fi

+ 1
- 1
meta.yaml Ver fichero

@@ -12,7 +12,7 @@ colorlinks: true
linkReferences: true
nameInLink: true
mathspec: true
formats: html tex pdf epub
formats: html tex pdf epub docx odt
listings: true
template: simple
documentclass: article

+ 1
- 1
nafems4.md Ver fichero

@@ -80,7 +80,7 @@ Mechanical systems can fail due to a wide variety of reasons. The effect known a
1. stress life, or
2. strain life

The first one is suitable for cases where the loads are nowhere near the yield stress of the material. In those cases where plastic deformation is expected to occur, strain-life methods ought to be employed.
The first one is suitable for cases where the loads are nowhere near the yield stress of the material. When plastic deformation is expected to occur, strain-life methods ought to be employed.

For the case study, as the loads come principally from operational loads, the ASME\ stress-life approach should be used. The stress amplitude of a periodic cycle can be related to the number of cycles where failure by fatigue is expected to occur. For each material, this dependence can be computed using normalised tests and a family of “fatigue curves” like the one depicted in\ [@fig:SN] (also called $S$-$N$ curve) for different temperatures can be obtained.


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