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-1 x near x ∼ 0, where the term inside the integral is close to maximum. Up to third order expansion terms are considered. The error from this expansion is numerically verified to be less than 2% in comparison with the original equation, for our typical experimental situation
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-1 (x) near x ∼ 0, where the term inside the integral is close to maximum. Up to third order expansion terms are considered. The error from this expansion is numerically verified to be less than 2% in comparison with the original equation, for our typical experimental situation.
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