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AN2822 数据表(PDF) 13 Page - STMicroelectronics |
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AN2822 数据表(HTML) 13 Page - STMicroelectronics |
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13 / 19 page ![]() AN2822 High speed internal oscillator trimming Doc ID 14983 Rev 2 13/19 The combined standard uncertainty of the HSI frequency measurement can be calculated by the equation bellow. When the calibration is finished, the oscillator output frequency will be at maximum ±1/2 of the frequency trimming step, Δftrim, far from the desired frequency. This finite regulation steps causing additional uncertainty which can be expressed(e) by the following equation. The total combined uncertainty of the HSI frequency can be expressed using the equation below. Example Let’s consider as a calibration signal mains, fcal, with a frequency of 50 Hz with accuracy, δfcal, in the range of ±1%, number of calibration signal periods L = 4 and a desired output frequency 16 MHz. Evaluation of the uncertainty of input quantities and sensitivity coefficients are the following. e. Assuming a uniform distribution of the HSI output frequency uncertainty. c N HSI N HSI ∂ ∂f HSIm f cal L -------- == c f cal f cal ∂ ∂f HSIm N HSI L ------------- == u c 2 f HSIm () c i 2 ui () 2 i ∑ f cal L -------- ⎝⎠ ⎛⎞ 2 1 3 ------- ⎝⎠ ⎛⎞ 2 N HSI L ------------- ⎝⎠ ⎛⎞ 2 f cal δfcal 100 3 ----------------------- ⎝⎠ ⎛⎞ 2 + == uf trim () Δf trim 23 -------------- = uf HSI () u 2 f trim () u c 2 f HSIm () + = uN HSI () 1 3 ------- 1.732 ≅ = uf cal () f cal δfcal 100 3 ----------------------- 50 100 3 ----------------- 0.286 ≅ == c N HSI N HSI ∂ ∂f HSIm f cal L -------- 12.5 ≅ == |
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