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EP1084KR Datasheet(PDF) 5 Page - Eorex Corporation |
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EP1084KR Datasheet(HTML) 5 Page - Eorex Corporation |
5 / 8 page eorex EP1084 Jul. 2006 www.eorex.com 5/8 Functional Block Diagram Current Limit Thermal Shutdown VOUT FB VIN + +- + 1.25V Introduction The EP1084 adjustable Low Dropout (LDO) regulator is a 3 terminal device that can easily be programmed with the addition of two external resistors to any voltages within the range of 1.25V to VIN -1.4V. The EP1084 only needs 1.4V differential between VIN and VOUT to maintain output regulation. In addition, the output voltage tolerances are also extremely tight and they include the transient response as part of the specification. For example, Intel VRE specification calls for a total of ±100mV including initial tolerance, load regulation and 0 to 5.0A load step. The EP1084 is specifically designed to meet the fast current transient needs as well as providing an accurate initial voltage, reducing the overall system cost with the need for fewer output capacitors. Output Voltage Setting The EP1084 can be programmed to any voltages in the range of 1.25V to VIN -1.4V with the addition of R1 and R2 external resistors according to the following formula: The EP1084 keeps a constant 1.25V between the output pin and the FB pin. By placing a resistor R1 across these two pins a constant current flows through R1, adding to the IFB current and into the R2 resistor producing a voltage equal to the (1.25/R1)*R2+IFB*R2 which will be added to the 1.25V to set the output voltage. This is summarized in the above equation. Since the minimum load current requirement of the EP1084 is 10mA, R1 is typically selected to be 121Ω resistor so that it automatically satisfies the minimum current requirement. Notice that since IFB is typically in the range of 55uA it only adds a small error to the output voltage and should only be considered when a very precise output voltage setting is required. For example, in a typical 3.3V application where R1=121Ω and R2=200Ω the error due to IFB is only 0.3% of the nominal set point. |
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