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TC649B 数据表(PDF) 18 Page - Microchip Technology |
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TC649B 数据表(HTML) 18 Page - Microchip Technology |
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18 / 36 page ![]() TC646B/TC648B/TC649B DS21755B-page 18 2003 Microchip Technology Inc. 5.0 APPLICATIONS INFORMATION 5.1 Setting the PWM Frequency The PWM frequency of the VOUT output is set by the capacitor value attached to the CF pin. The PWM fre- quency will be 30 Hz (typical) for a 1 µF capacitor. The relationship between frequency and capacitor value is linear, making alternate frequency selections easy. As stated in previous sections, the PWM frequency should be kept in the range of 15 Hz to 35 Hz. This will eliminate the possibility of having audible frequencies when varying the duty cycle of the fan drive. A very important factor to consider when selecting the PWM frequency for the TC646B/TC648B/TC649B devices is the RPM rating of the selected fan and the minimum duty cycle that you will be operating at. For fans that have a full-speed rating of 3000 RPM or less, it is desirable to use a lower PWM frequency. A lower PWM frequency allows for a longer time-period to mon- itor the fan current pulses. The goal is to be able to monitor at least two fan current pulses during the on- time of the VOUT output. Example: The system design requirement is to operate the fan at 50% duty cycle when ambient temperatures are below 20°C. The fan full-speed RPM rating is 3000 RPM and has four current pulses per rotation. At 50% duty cycle, the fan will be operating at approximately 1500 RPM. EQUATION If one fan revolution occurs in 40 msec, each fan pulse occurs 10 msec apart. In order to detect two fan current pulses, the on-time of the VOUT pulse must be at least 20 msec. With the duty cycle at 50%, the total period of one cycle must be at least 40 msec, which makes the PWM frequency 25 Hz. For this example, a PWM fre- quency of 20 Hz is recommended. This would define a CF capacitor value of 1.5 µF. 5.2 Temperature Sensor Design As discussed in previous sections, the VIN analog input has a range of 1.20V to 2.60V (typical), which repre- sents a duty cycle range on the VOUT output of 0% to 100%, respectively. The VIN voltages can be thought of as representing temperatures. The 1.20V level is the low temperature at which the system requires very little cooling. The 2.60V level is the high temperature, for which the system needs maximum cooling capability (100% fan speed). One of the simplest ways of sensing temperature over a given range is to use a thermistor. By using a NTC thermistor, as shown in Figure 5-1, a temperature- variant voltage can be created. FIGURE 5-1: Temperature Sensing Circuit. Figure 5-1 represents a temperature-dependent, volt- age divider circuit. RT is a conventional NTC thermistor, R1 and R2 are standard resistors. R1 and RT form a parallel resistor combination that will be referred to as RTEMP (RTEMP = R1 * RT / R1 + RT). As the temperature increases, the value of RT decreases and the value of RTEMP will decrease with it. Accordingly, the voltage at VIN increases as temperature increases, giving the desired relationship for the VIN input. R1 helps to linear- ize the response of the SENSE network and aids in obtaining the proper VIN voltages over the desired tem- perature range. An example of this is shown in Figure 5-2. If less current draw from VDD is desired, a larger value thermistor should be chosen. The voltage at the VIN pin can also be generated by a voltage output temperature sensor device. The key is to get the desired VIN volt- age-to-system (or component) temperature relation- ship. The following equations apply to the circuit in Figure 5-1. EQUATION In order to solve for the values of R1, R2, VIN and the temperatures at which they are to occur, need to be selected. The variables T1 and T2 represent the selected temperatures. The value of the thermistor at these two temperatures can be found in the thermistor Time for one revolution (msec.) 60 1000 × 1500 ------------------------40 == R2 R1 RT IDIV VIN VDD VT1 () VDD R2 × RTEMP T1 () R2 + ---------------------------------------------- = VT2 () VDD R2 × RTEMP T2 () R2 + ---------------------------------------------- = |
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