IHS ESDU The effect of mean stress on fatigue strength (plain test piece). FAT A.00.01

Description
ESDU Fat A.00.01 introduces an R-M diagram which relates the alternating and mean stresses for some endurance. A number of such curves are plotted, each characterised by a value of an exponent m and the appropriate curve for a plain test piece is readily selected if the alternating stress at zero mean stress is known for the endurance. If not, a value of unity is recommended for m. Any straight line joining the axes represents constant maximum stress in the cycle, that is the sum of the alternating and mean stresses. Its intersection with the R-M diagram divides the region in which fatigue failure is the result of substantially elastic conditions from the region where it is preceded by marked plastic yield.
Description
ESDU Fat A.00.01 introduces an R-M diagram which relates the alternating and mean stresses for some endurance. A number of such curves are plotted, each characterised by a value of an exponent m and the appropriate curve for a plain test piece is readily selected if the alternating stress at zero mean stress is known for the endurance. If not, a value of unity is recommended for m. Any straight line joining the axes represents constant maximum stress in the cycle, that is the sum of the alternating and mean stresses. Its intersection with the R-M diagram divides the region in which fatigue failure is the result of substantially elastic conditions from the region where it is preceded by marked plastic yield.

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The effect of mean stress on fatigue strength (plain test piece). - FAT A.00.01 - IHS ESDU
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The effect of mean stress on fatigue strength (plain test piece).
FAT A.00.01
The effect of mean stress on fatigue strength (plain test piece). FAT A.00.01
ESDU Fat A.00.01 introduces an R-M diagram which relates the alternating and mean stresses for some endurance. A number of such curves are plotted, each characterised by a value of an exponent m and the appropriate curve for a plain test piece is readily selected if the alternating stress at zero mean stress is known for the endurance. If not, a value of unity is recommended for m. Any straight line joining the axes represents constant maximum stress in the cycle, that is the sum of the alternating and mean stresses. Its intersection with the R-M diagram divides the region in which fatigue failure is the result of substantially elastic conditions from the region where it is preceded by marked plastic yield.

ESDU Fat A.00.01 introduces an R-M diagram which relates the alternating and mean stresses for some endurance. A number of such curves are plotted, each characterised by a value of an exponent m and the appropriate curve for a plain test piece is readily selected if the alternating stress at zero mean stress is known for the endurance. If not, a value of unity is recommended for m. Any straight line joining the axes represents constant maximum stress in the cycle, that is the sum of the alternating and mean stresses. Its intersection with the R-M diagram divides the region in which fatigue failure is the result of substantially elastic conditions from the region where it is preceded by marked plastic yield.

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Technical Specifications

  IHS ESDU
Product Category Standards and Technical Documents
Product Number FAT A.00.01
Product Name The effect of mean stress on fatigue strength (plain test piece).
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