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LT1941 Datasheet(PDF) 16 Page - Linear Technology |
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LT1941 Datasheet(HTML) 16 Page - Linear Technology |
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16 / 24 page ![]() 16 LT1941 1941f APPLICATIO S I FOR ATIO and is largest when VIN = 2 VOUT (50% duty cycle). As the second, lower power channel draws input current, the input capacitor’s RMS current actually decreases as the out-of-phase current cancels the current drawn by the higher power channel. The ripple current contribution from the third channel will be minimal. Considering that the maximum load current from a single channel is ~2.8A, RMS ripple current will always be less than 1.4A. The high frequency of the LT1941 reduces the energy storage requirements of the input capacitor, so that the capacitance required is often less than 10 µF. The combi- nation of small size and low impedance (low equivalent series resistance or ESR) of ceramic capacitors makes them the preferred choice. The low ESR results in very low voltage ripple. Ceramic capacitors can handle larger mag- nitudes of ripple current than other capacitor types of the same value. Use X5R and X7R types. An alternative to a high value ceramic capacitor is a lower value along with a larger electrolytic capacitor, for ex- ample a 1 µF ceramic capacitor in parallel with a low ESR tantalum capacitor. For the electrolytic capacitor, a value larger than 10 µF will be required to meet the ESR and ripple current requirements. Because the input capacitor is likely to see high surge currents when the input source is applied, tantalum capacitors should be surge rated. The manufacturer may also recommend operation below the rated voltage of the capacitor. Be sure to place the 1 µF ceramic as close as possible to the VIN and GND pins on the IC for optimal noise immunity. A final caution is in order regarding the use of ceramic capacitors at the input. A ceramic input capacitor can combine with stray inductance to form a resonant tank circuit. If power is applied quickly (for example by plug- ging the circuit into a live power source), this tank can ring, doubling the input voltage and damaging the LT1941. The solution is to either clamp the input voltage or dampen the tank circuit by adding a lossy capacitor in parallel with the ceramic capacitor. For details, see Application Note 88. Frequency Compensation The LT1941 uses current mode control to regulate the output. This simplifies loop compensation. In particular, the LT1941 does not depend on the ESR of the output capaci- tor for stability so you are free to use ceramic capacitors to achieve low output ripple and small circuit size. The components tied to the VC pin provide frequency compensation. Generally, a capacitor and a resistor in series to ground determine loop gain. In addition, there is a lower value capacitor in parallel. This capacitor filters noise at the switching frequency and is not part of the loop compensation. Loop compensation determines the stability and transient performance. Designing the compensation network is a bit complicated and the best values depend on the appli- cation and the type of output capacitor. A practical approach is to start with one of the circuits in this data sheet that is similar to your application and tune the compensation network to optimize the performance. Check stability across all operating conditions, including load current, input volt- age and temperature. The LT1375 data sheet contains a more thorough discussion of loop compensation and de- scribes how to test the stability using a transient load. Application Note 76 is an excellent source as well. Figure 5 shows an equivalent circuit for the LT1941 control loop. The error amp is a transconductance ampli- fier with finite output impedance. The power section, consisting of the modulator, power switch and inductor is modeled as a transconductance amplifier generating an output current proportional to the voltage at the VC pin. Note that the output capacitor integrates this current and that the capacitor on the VC pin (CC) integrates the error amplifier output current, resulting in two poles in the loop. In most cases, a zero is required and comes either from the output capacitor ESR or from a resistor in series with CC. This model works well as long as the inductor current ripple is not too low ( ∆IRIPPLE > 5% IOUT ) and the loop crossover frequency is less than ƒSW/5. A phase lead capacitor (CPL) across the feedback divider may improve the transient response. The equivalent circuit for the LT1941 inverter control loop is slightly different than is shown in Figure 5. The feedback resistors are connected as shown for negative outputs in Figure 2. The operational amplifier is fast enough to have minimal effect on the loop dynamics. |
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