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MAX6651EEE Datasheet(PDF) 21 Page - Maxim Integrated Products |
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MAX6651EEE Datasheet(HTML) 21 Page - Maxim Integrated Products |
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21 / 25 page ![]() Fan-Speed Regulators and Monitors with SMBus/I2C-Compatible Interface ______________________________________________________________________________________ 21 The MAX6650 regulates fan speed in the following manner. The output of an internal 254kHz oscillator is divided by 128, generating a roughly 2kHz signal. This signal is divided by 1 plus the value in the speed regis- ter and is used as a reference frequency. For example, 02h in the speed register will result in a 667Hz [2kHz / (02h+1)] reference frequency, which is then compared against the frequency at the tachometer input divided by the prescaler value. The MAX6650/MAX6651 attempt to keep the tachometer frequency divided by the prescaler equal to the reference frequency by adjusting the voltage across the fan. If the tachometer frequency divided by the prescaler value is less than the reference frequency, the voltage across the fan is increased. Remember that the tachometer will give two pulses per revolution of the fan. The following equations describe the operation. When in regulation: [fCLK / (128 x (KTACH + 1))] = 2 x FanSpeed / KSCALE where fCLK = oscillator frequency (either the 254kHz internal oscillator or the externally applied clock), KTACH = the value in the speed register, FanSpeed = the speed of the fan in revolutions per second (Hz), KSCALE = the prescaler value (1, 2, 4, 8, or 16). Solving for all four variables: KTACH = [(fCLK x KSCALE) / (256 x FanSpeed)] - 1 KSCALE = [256 x FanSpeed x (KTACH + 1)] / fCLK FanSpeed = KSCALE x fCLK / [256 x (KTACH + 1)] fCLK = 256 x FanSpeed x (KTACH + 1) / KSCALE If the internal oscillator is used, setting fCLK to 254kHz can further reduce the equations: Equation 1: KSCALE = FanSpeed x (KTACH + 1) / 992 Equation 2: KTACH = (992 x KSCALE / FanSpeed) - 1 Equation 3: FanSpeed = 992 x KSCALE / (KTACH + 1) Enter closed-loop mode by entering 10 into bits 5 and 4 of the configuration register. Note that in equation 3, the fan speed is inversely pro- portional to (KTACH + 1). This means the regulated fan speed is a nonlinear function of the value written to the speed register. Low values written to the speed register can result in large relative changes in fan speed. For best results, design the system so that small values (such as 02h) are not needed. This is easily accom- plished because an 8-bit speed register is used, and fan-speed control should rarely need more than 16 speeds. A good compromise is to design the system (by selecting the appropriate prescaler value) so that the maximum-rated speed of the fan occurs when the speed register equals approximately 64 (decimal). Although 64 is a good target value, values between 20 and 100 will work fine. The prescaler value also affects the response time and the stability of the speed-control loop. Adjusting the prescaler value effectively adjusts the loop gain. A larg- er prescaler value will slow the response time and increase stability, while a smaller prescaler value will yield quicker response time. The optimum prescaler value for response time and stability depends on the fan’s mechanical time constant. Small, fast-spinning fans will tend to have small mechanical time constants and can benefit from smaller prescaler values. A good rule of thumb is to try the selected prescaler value in the target system. Set KTACH to around 75% of full scale, and watch for overshoot or oscillation in the fan speed. Also look for overshoot or oscillation when KTACH is changed from one value to another (e.g., from 75% of full-scale speed to 90% of full scale). If there is unacceptable overshoot or if the fan speeds up and slows down with KTACH, set it to a constant value; increase the prescaler value. Enter the appropriate prescaler value in bits zero to 2 of the configuration register. Fan speed is a trade-off between cooling requirements, noise, power, and fan wear. In general, it is desirable (within limits) to run the fan at the slowest speed that will accomplish the cooling goals. This will reduce power consumption, increase fan life, and minimize noise. When calculating the desired fan speed, remem- ber that the above equations are written in rotations per second (RPS), where most fans are specified in rota- tions per minute (RPM). Write the desired fan speed to the speed register. Example: Assume the following: • 12V fan is rated at 2000RPM at 12V. • Use the internal oscillator (fCLK = 254kHz). • Desired fan speed = 1500RPM (25RPS). First, calculate an appropriate prescaler value (KSCALE) using equation 1. Attempt to get KTACH as close to 64 as possible for the maximum speed of 2000RPM. • Set FanSpeed = 33.3RPS (2000RPM/60). • Set KTACH = 64. • Solving equation 1 gives KSCALE = 2.18. |
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