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LT1683IG Datasheet(PDF) 17 Page - Linear Technology |
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LT1683IG Datasheet(HTML) 17 Page - Linear Technology |
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17 / 24 page ![]() 17 LT1683 1683f APPLICATIO S I FOR ATIO The soft-start current will be initiated as soon as the part turns on. Soft-start will be reinititated after a short-circuit fault. Thermal Considerations Most of the IC power dissipation is derived from the VIN pin. The VIN current depends on a number of factors including: oscillator frequency; loads on V5; slew settings; gate charge current. Additional power is dissipated if V5 sinks current and during the MOSFET gate discharge. The power dissipation in the IC will be the sum of: 1) The RMS VIN current times VIN 2) V5 RMS sink current times 5V 3) The gate drive’s RMS discharge current times voltage Because of the strong VIN component it is advantageous to operate the LT1683 at as low a VIN as possible. It is always recommended that package temperature be measured in each application. The part has an internal thermal shutdown to minimize the chance of IC destruc- tion but this should not replace careful thermal design. The thermal shutdown feature does not protect the exter- nal MOSFETs. A separate analysis must be done for those devices to insure that they are operating within safe limits. Once IC power dissipation, PDIS, is determined die junc- tion temperature is then computed as: TJ = TAMB + PDIS • θJA where TAMB is ambient temperature and θJAis the package thermal resistance. For the 20-pin SSOP, θJA is 100°C/W. Magnetics Design of magnetics is dependent on topology. The fol- lowing details the design of the magnetics for a push-pull converter. In this converter the transformer usually stores little energy. The following equations should be consid- ered as the starting point to building a prototype. The following definitions will be used: VIN = Input supply voltage RON = Switch-on resistance ISW = Maximum switch current VOUT = Desired output voltage IOUT = Output current f = Oscillator frequency VF = Forward drop of the rectifier Duty cycle is the major defining equation for this topology. Note that the output L and C basically filter the chopped voltage so duty cycle controls output voltage. N is the turns ratio of the transformer. The turns ratio must be large enough to ensure that the transformer can put out a voltage equal to the output voltage plus the diode under minimum input conditions. Note the transformer operates at half the oscillator frequency (f). N VV DC V I R R OUT F MAX IN MIN SW ON SENSE = + () −+ () [] 2• () DCMAX is the maximum duty cycle of each driver with respect to the entire cycle, which consists of two periods (A on and B on). So the effective duty cycle is 2 • DCMAX. The controller, in general, determines maximum duty cycle. A 44% maximum duty cycle is a guaranteed value for this part. Remember to add sufficient margin in the turns ratio to account for IR drops in the transformer windings, worst- case diode forward drops and switch on voltage. Also at very slow slew rates the effective DC may be reduced. There are a number of ways to choose the inductance value for L. We suggest as a starting point that L be selected such that the converter is continuous at IOUT(MAX)/4. If your minimum IOUT is higher than this or your components can handle higher peak currents then use a higher number. Figure 7. Push-Pull Topology 1:N LPRI D2 D1 L CROUT RSENSE VOUT VIN 1683 F07 |
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