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MSP430C323IPM Datasheet(PDF) 17 Page - Texas Instruments |
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MSP430C323IPM Datasheet(HTML) 17 Page - Texas Instruments |
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17 / 33 page ![]() MSP430C32x, MSP430P325A MIXED SIGNAL MICROCONTROLLER SLAS219B – MARCH 1999 – REVISED MARCH 2000 17 POST OFFICE BOX 655303 • DALLAS, TEXAS 75265 electrical characteristics over recommended operating free-air temperature range (unless otherwise noted) (continued) DCO PARAMETER TEST CONDITIONS MIN TYP MAX UNIT f(NOM) DCO NDCO = 1A0h, FN_4=FN_3=FN_2=0 VCC = 3 V/5 V 1 MHz fDCO3 NDCO = 00 0110 0000 FN 4=FN 3=FN 2=0 VCC = 3 V 0.15 0.6 f(NOM) fDCO3 NDCO = 00 0110 0000, FN_4=FN_3=FN_2=0 VCC = 5 V 0.18 0.62 MHz f(NOM) fDCO26 NDCO = 11 0100 0000 FN 4=FN 3=FN 2=0 VCC = 3 V 1.25 4.7 MHz fDCO26 NDCO = 11 0100 0000 FN_4=FN_3=FN_2=0 VCC = 5 V 1.45 5.5 fDCO3 NDCO = 00 0110 0000 FN 4=FN 3=0 FN 2=1 VCC = 3 V 0.36 1.05 2xf(NOM) fDCO3 NDCO = 00 0110 0000, FN_4=FN_3=0, FN_2=1 VCC = 5 V 0.39 1.2 MHz 2xf(NOM) fDC26 NDCO = 11 0100 0000 FN 4=FN 3=0 FN 2=1 VCC = 3 V 2.5 8.1 MHz fDC26 NDCO = 11 0100 0000, FN_4=FN_3=0, FN_2=1 VCC = 5 V 3 9.9 fDCO3 NDCO = 00 0110 0000 FN 4=0 FN 3= 1 FN 2=X VCC = 3 V 0.5 1.5 3xf(NOM) fDCO3 NDCO = 00 0110 0000, FN_4=0, FN_3= 1, FN_2=X VCC = 5 V 0.6 1.8 MHz 3xf(NOM) fDCO26 NDCO = 11 0100 0000 FN 4= 0 FN 3=1 FN 2=X VCC = 3 V 3.7 11 MHz fDCO26 NDCO = 11 0100 0000, FN_4= 0, FN_3=1, FN_2=X VCC = 5 V 4.5 13.8 fDCO3 NDCO = 00 0110 0000 FN 4 =1 FN 3=FN 2=X VCC = 3 V 0.7 1.85 4xf(NOM) fDCO3 NDCO = 00 0110 0000 FN_4 =1, FN_3=FN_2=X VCC = 5 V 0.8 2.4 MHz 4xf(NOM) fDCO26 NDCO = 11 0100 0000 FN 4=1 FN 3=FN 2=X VCC = 3 V 4.8 13.3 MHz fDCO26 NDCO = 11 0100 0000, FN_4=1, FN_3=FN_2=X VCC = 5 V 6 17.7 NDCO fMCLK = fNOM , FN_4=FN_3=FN_2=0 VCC = 3 V/5 V A0h 1A0h 340h S fNDCO+1 = S × fNDCO VCC = 3 V/5 V 1.07 1.13 Legend Tolerance at Tap 26 DCO Frequency Adjusted by Bits 2∧9–2∧5 in SCFI1 Tolerance at Tap 3 4xfNOM 3xfNOM 2xfNOM fNOM f(DCO26) f(DCO3) f(DCO26) f(DCO3) f(DCO26) f(DCO3) f(DCO26) f(DCO3) FN_2 = 0 FN_3 = 0 FN_4 = 0 FN_2 = 1 FN_3 = 0 FN_4 = 0 FN_2 = X FN_3 = 1 FN_4 = 0 FN_2 = X FN_3 = X FN_4 = 1 Figure 2 |
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