| nafems4.docx | nafems4.docx | ||||
| nafems4.epub | nafems4.epub | ||||
| nafems4.nafems4.docx | nafems4.nafems4.docx | ||||
| nafems4.odt |
| elif [[ "${format}" == "html" ]]; then | elif [[ "${format}" == "html" ]]; then | ||||
| template_file="${template}.html" | template_file="${template}.html" | ||||
| flags="${flags} --katex" | flags="${flags} --katex" | ||||
| elif [[ "${format}" == "docx" ]]; then | |||||
| flags="${flags} --reference-doc=CS-Book.docx" | |||||
| else | else | ||||
| template_file="${template}.${format}" | template_file="${template}.${format}" | ||||
| fi | fi |
| linkReferences: true | linkReferences: true | ||||
| nameInLink: true | nameInLink: true | ||||
| mathspec: true | mathspec: true | ||||
| formats: html tex pdf epub | |||||
| formats: html tex pdf epub docx odt | |||||
| listings: true | listings: true | ||||
| template: simple | template: simple | ||||
| documentclass: article | documentclass: article |
| 1. stress life, or | 1. stress life, or | ||||
| 2. strain life | 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. | 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. | ||||