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LM5000 Datasheet(PDF) 11 Page - Texas Instruments |
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LM5000 Datasheet(HTML) 11 Page - Texas Instruments |
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11 / 23 page ![]() fZ1 = 1 2SRESRCOUT (in Hz) fP1 = 1 2S(RESR + RL)COUT (in Hz) 'iL = (in Amps) VIND 2Lfs VINRDSON 0.144 fs L > ( ) D D' 2 -1 ( ) D D' +1 (in H) LM5000 www.ti.com SNVS176D – MAY 2004 – REVISED MARCH 2007 COMPENSATION This section will present a general design procedure to help insure a stable and operational circuit. The designs in this datasheet are optimized for particular requirements. If different conversions are required, some of the components may need to be changed to ensure stability. Below is a set of general guidelines in designing a stable circuit for continuous conduction operation (loads greater than 100mA), in most all cases this will provide for stability during discontinuous operation as well. The power components and their effects will be determined first, then the compensation components will be chosen to produce stability. INDUCTOR SELECTION To ensure stability at duty cycles above 50%, the inductor must have some minimum value determined by the minimum input voltage and the maximum output voltage. This equation is: (5) where fs is the switching frequency, D is the duty cycle, and RDSON is the ON resistance of the internal switch. This equation is only good for duty cycles greater than 50% (D>0.5). (6) The inductor ripple current is important for a few reasons. One reason is because the peak switch current will be the average inductor current (input current) plus ΔiL. Care must be taken to make sure that the switch will not reach its current limit during normal operation. The inductor must also be sized accordingly. It should have a saturation current rating higher than the peak inductor current expected. The output voltage ripple is also affected by the total ripple current. DC GAIN AND OPEN-LOOP GAIN Since the control stage of the converter forms a complete feedback loop with the power components, it forms a closed-loop system that must be stabilized to avoid positive feedback and instability. A value for open-loop DC gain will be required, from which you can calculate, or place, poles and zeros to determine the crossover frequency and the phase margin. A high phase margin (greater than 45°) is desired for the best stability and transient response. For the purpose of stabilizing the LM5000, choosing a crossover point well below where the right half plane zero is located will ensure sufficient phase margin. A discussion of the right half plane zero and checking the crossover using the DC gain will follow. OUTPUT CAPACITOR SELECTION The choice of output capacitors is somewhat more arbitrary. It is recommended that low ESR (Equivalent Series Resistance, denoted RESR) capacitors be used such as ceramic, polymer electrolytic, or low ESR tantalum. Higher ESR capacitors may be used but will require more compensation which will be explained later on in the section. The ESR is also important because it determines the output voltage ripple according to the approximate equation: ΔVOUT ≊ 2ΔiLRESR (in Volts) (7) After choosing the output capacitor you can determine a pole-zero pair introduced into the control loop by the following equations: (8) (9) Where RL is the minimum load resistance corresponding to the maximum load current. The zero created by the ESR of the output capacitor is generally very high frequency if the ESR is small. If low ESR capacitors are used it can be neglected. If higher ESR capacitors are used see the High Output Capacitor ESR Compensation section. Copyright © 2004–2007, Texas Instruments Incorporated Submit Documentation Feedback 11 Product Folder Links: LM5000 |
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