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STM32F446VC 데이터시트(PDF) 111 Page - STMicroelectronics |
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STM32F446VC 데이터시트(HTML) 111 Page - STMicroelectronics |
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111 / 202 page ![]() DocID027107 Rev 6 111/202 STM32F446xC/E Electrical characteristics 175 Equation 1 The frequency modulation period (MODEPER) is given by the equation below: MODEPER round fPLL_IN 4fMod × () ⁄ [] = fPLL_IN and fMod must be expressed in Hz. As an example: If fPLL_IN = 1 MHz, and fMOD = 1 kHz, the modulation depth (MODEPER) is given by equation 1: MODEPER round 10 6 410 3 × () ⁄ [] 250 == Equation 2 Equation 2 allows to calculate the increment step (INCSTEP): INCSTEP round 2 15 1 – () md PLLN × × () 100 5 × MODEPER × () ⁄ [] = fVCO_OUT must be expressed in MHz. With a modulation depth (md) = ±2 % (4 % peak to peak), and PLLN = 240 (in MHz): INCSTEP round 2 15 1 – () 2240 × × () 100 5 × 250 × () ⁄ [] 126md(quantitazed)% == An amplitude quantization error may be generated because the linear modulation profile is obtained by taking the quantized values (rounded to the nearest integer) of MODPER and INCSTEP. As a result, the achieved modulation depth is quantized. The percentage quantized modulation depth is given by the following formula: mdquantized% MODEPER INCSTEP × 100 × 5 × () 2 15 1 – () PLLN × () ⁄ = As a result: mdquantized% 250 126 × 100 × 5 × () 2 15 1 – () 240 × () ⁄ 2.002%(peak) == Table 46. SSCG parameters constraint Symbol Parameter Min Typ Max(1) Unit fMod Modulation frequency - - 10 KHz md Peak modulation depth 0.25 - 2 % MODEPER * INCSTEP - - - 215 −1- 1. Guaranteed by design. |
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