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We determine how, for a fixed total electron-budget, the available dose should be fractionated for maximum strain mapping precision.
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From these observations, the maximum strain in the surrounding matrix is mapped and identified as compressive or tensile.
In addition to monitoring the strains across the gage length, the DIC method provided a full-field quantitative strain map of the test specimens to wall capacity and revealed strain hot-spots associated with the maximum strain at crack locations.
The relationship between fatigue life and maximum engineering stress, maximum strain and strain energy density were studied.
Results showed that the maximum strain and the overall strain profile differed between the 2 stems.
The maximum contact force, maximum strain, and the absorbed energy were evaluated in each test.
The resulting maximum strain is found from Hooke's law: 283.5 × 106 = 36.9 × 109 ε, where ε is the strain.
It was confirmed that tracking errors produce an incorrect strain distribution in 3-D strain mapping.
Higher temperatures can affect the saturation strain or the maximum strain under magnetic field stimulation (Clark and Crowder 1985).
Figure 25 shows the plots of the strain gauges that recorded the maximum strain at the instrumented locations.
The minimum strain was also observed at 5 mm (0.00074), while the maximum strain occurred at 6 mm (0.0035).
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