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LTC4061 Datasheet(PDF) 16 Page - Linear Technology |
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LTC4061 Datasheet(HTML) 16 Page - Linear Technology |
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16 / 20 page ![]() LTC4061 4061fd It is important to remember that LTC4061 applications do notneedtobedesignedforworst-casethermalconditions, since the IC will automatically reduce power dissipation if the junction temperature reaches approximately 105°C. Thermistors The LTC4061 NTC comparator trip points were designed to work with thermistors whose resistance-temperature characteristics follow Vishay Dale’s “R-T Curve 1.” The Vishay NTHS0603N01N1003J is an example of such a thermistor. However, Vishay Dale has many thermistor products that follow the “R-T Curve 1” characteristic in a variety of sizes. Furthermore, any thermistor whose ratio of RCOLD to RHOT is about 6 also works (Vishay Dale R-T Curve 1 shows a ratio of RCOLD to RHOT of 3.266/0.5325 = 6.13). Power conscious designers may want to use thermistors whose room temperature value is greater than 10k Ω. Vishay Dale has a number of values of thermistor from 10k Ω to 100kΩ that follow the “R-T Curve 1.” Using dif- ferent R-T curves, such as Vishay Dale “R-T Curve 2,” is also possible. This curve, combined with LTC4061 internal thresholds,givestemperaturetrippointsofapproximately 0°C (falling) and 40°C (rising), a delta of 40°C. This delta in temperature can be moved in either direction by changing the value of RNOM with respect to RNTC. Increasing RNOM moves both trip points to lower temperatures. Likewise a decrease in RNOM with respect to RNTC moves the trip pointstohighertemperatures.TocalculateRNOMforashift to lower temperatures, use the following equation: R R R at C NOM COLD NTC = ° 3 266 25 . • where RCOLD is the resistance ratio of RNTC at the desired coldtemperaturetrippoint.Ifyouwanttoshiftthetrippoints to higher temperatures, use the following equations: R R R at C NOM HOT NTC = ° 0 5325 25 . • where RHOT is the resistance ratio of RNTC at the desired hot temperature trip point. Here is an example using 10k Ω R-T Curve 2 thermistor from Vishay Dale. The difference between the trip points applicaTions inForMaTion is 40°C, from before, and we want the cold trip point to be 0°C, which would put the hot trip point at 40°C. The RNOM needed is calculated as follows: R R R at C k NOM COLD NTC = ° = = 3 266 25 2 816 3 266 10 8 62 . • . . • . Ω kk Ω The nearest 1% value for RNOM is 8.66kΩ. This is the value used to bias the NTC thermistor to get cold and hot trip points of approximately 0°C and 40°C respectively. To extend the delta between the cold and hot trip points, a resistor, R1, can be added in series with RNTC. The values of the resistors are calculated as follows: R R R R NOM COLD HOT = = – . – . . . - . 3 266 0 5325 0 5325 3 266 0 532 1 55 •( – ) – R R R COLD HOT HOT where RNOM is the value of the bias resistor, RHOT and RCOLD are the values of RNTC at the desired temperature trip points. Continuing the example from before with a desired hot trip point of 50°C: R R R k NOM COLD HOT = = – . – . •( . – . ) 3 266 0 5325 10 2 816 0 4086 3.. – . . , . % . 266 0 5325 8 8 8 87 1 = k k is the nearest value Ω R k 1 10 0 5325 3 266 0 5325 2 816 0 4086 = • . . – . •( . – . ) – 00 4086 604 604 1 . , % . = Ω is the nearest value The final solution is RNOM = 8.87kΩ, R1 = 604Ω and RNTC = 10kΩ at 25°C. NTCTripPointError When a 1% resistor is used for RHOT, the major error in the 40°C trip point is determined by the tolerance of the NTC thermistor. A typical 100k Ω NTC thermistor has ±10% tolerance. By looking up the temperature coef- ficient of the thermistor at 40°C, the tolerance error can |
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