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LTC3872 Datasheet(PDF) 7 Page - Linear Technology |
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LTC3872 Datasheet(HTML) 7 Page - Linear Technology |
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7 / 20 page ![]() LTC3872 7 3872fa APPLICATIO S I FOR ATIO Output Voltage Programming The output voltage is set by a resistor divider according to the following formula: VV R R O =+ ⎛ ⎝⎜ ⎞ ⎠⎟ 12 1 2 1 .• The external resistor divider is connected to the output as shown in the Typical Application on the front page, allowing remote voltage sensing. Application Circuits A basic LTC3872 application circuit is shown on the front page of this datasheet. External component selection is driven by the characteristics of the load and the input supply. Duty Cycle Considerations For a boost converter operating in a continuous conduction mode (CCM), the duty cycle of the main switch is: D VV V VV OD IN OD = + + ⎛ ⎝⎜ ⎞ ⎠⎟ – where VD is the forward voltage of the boost diode. For converters where the input voltage is close to the output voltage, the duty cycle is low and for converters that develop a high output voltage from a low voltage input supply, the duty cycle is high. The LTC3872 has a built-in circuit that allows the extension of the maximum duty cycle while keeping the minimum switch off time unchanged. This is accomplished by reducing the clock frequency when the duty cycle is close to 80%. This function allows the user to obtain high output voltages from low input supply voltages. The shift of frequency with duty cycle is shown in the Typical Performance Characteristics section. The Peak and Average Input Currents The control circuit in the LTC3872 is measuring the input current (either by using the RDS(ON) of the power MOSFET or by using a sense resistor in the MOSFET source), so the output current needs to be reflected back to the input in order to dimension the power MOSFET properly. Based on the fact that, ideally, the output power is equal to the input power, the maximum average input current is: I I D The peak input current is I I D IN MAX OMAX MAX IN PEAK OMAX MAX () () () () – : • – = =+ ⎛ ⎝⎜ ⎞ ⎠⎟ 1 1 21 χ Ripple Current IL and the χ Factor The constant χ in the equation above represents the percentage peak-to-peak ripple current in the inductor, relative to its maximum value. For example, if 30% ripple current is chosen, then χ = 0.30, and the peak current is 15% greater than the average. For a current mode boost regulator operating in CCM, slope compensation must be added for duty cycles above 50% in order to avoid subharmonic oscillation. For the LTC3872, this ramp compensation is internal. Having an internally fixed ramp compensation waveform, however, does place some constraints on the value of the inductor and the operating frequency. If too large an inductor is used, the resulting current ramp (IL) will be small relative to the internal ramp compensation (at duty cycles above 50%), and the converter operation will approach voltage mode (ramp compensation reduces the gain of the current loop). If too small an inductor is used, but the converter is still operating in CCM (continuous conduction mode), the internal ramp compensation may be inadequate to prevent subharmonic oscillation. To ensure good current |
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