Uses the Palmgren-Miner linear damage hypothesis to calculate the outputs.
- rated life (array, list) – How long the component will last at a given stress level.
- time_at_stress (array, list) – How long the component is subjected to the stress that gives the specified rated_life
- stress (float, int) – What stress the component is subjected to. This is not used in the calculation but is required for printing the output. Ensure that the time_at_stress and rated life are in the same units as the answer will also be in those units
None – The printed results are the only output.
The output will print the results to the console. The printed results include:
- Fraction of life consumed per load cycle
- service life of the component
- Fraction of damage caused at each stress level
Example usage: Ball bearings are fail after 50000 hrs, 6500 hrs, and 1000 hrs, after being subjected to a stress of 1kN, 2kN, and 4kN respectively. If each load cycle involves 40 mins at 1kN, 15 mins at 2kN, and 5 mins at 4kN, how long will the ball bearings last?
from reliability.PoF import palmgren_miner_linear_damage palmgren_miner_linear_damage(rated_life=[50000,6500,1000], time_at_stress=[40/60, 15/60, 5/60], stress=[1, 2, 4]) ''' Palmgren-Miner Linear Damage Model results: Each load cycle uses 0.01351 % of the components life. The service life of the component is 7400.37951 load cycles. The amount of damage caused at each stress level is: Stress = 1 , Damage fraction = 9.86717 %. Stress = 2 , Damage fraction = 28.463 %. Stress = 4 , Damage fraction = 61.66983 %. '''