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Fourier-based interpolation bias prediction in digital image correlation.
This study introduces the interpolation bias kernel to analyze errors in digital image correlation. It reveals high-frequency components cause bias, enabling accurate prediction and improved subset matching quality.
Area of Science:
- Digital Image Correlation
- Optical Metrology
- Image Processing
Background:
- Interpolation bias is a known issue in digital image correlation (DIC).
- Existing methods lack a clear understanding of the underlying causes of this bias.
- Quantifying and mitigating interpolation bias is crucial for accurate strain measurement.
Purpose of the Study:
- To derive analytic formulae for interpolation bias in DIC using the Fourier method.
- To introduce the concept of the interpolation bias kernel for characterizing frequency response.
- To develop a predictive approach for interpolation bias.
Main Methods:
- Fourier method for deducing analytic formulae of interpolation bias.
- Introduction of the interpolation bias kernel to analyze frequency response.
- Development of a prediction approach using speckle spectrum and interpolation transfer function.
- Novel experimental subpixel translation technique.
Main Results:
- Sinusoidal interpolation bias curves are explained by aliasing effects.
- High-frequency components are identified as the primary source of interpolation bias.
- A predictive approach achieves significant acceleration and agrees with simulations and experiments.
- Experimental results show accuracy up to 0.01 pixels.
Conclusions:
- The interpolation bias kernel provides a measure of subset matching quality.
- The proposed prediction method is effective and efficient.
- The novel experimental technique eliminates mechanical errors for high-accuracy measurements.
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