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SP6652 Datasheet(PDF) 5 Page - Sipex Corporation |
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SP6652 Datasheet(HTML) 5 Page - Sipex Corporation |
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5 / 11 page ![]() 5 Date:5/25/04 SP6652 1A, High Efficiency, High Frequency Current Mode PWM Buck Regulator © Copyright 2004 Sipex Corporation DETAIL DESCRIPTION Current Mode Control and Slope Compensation The SP6652 is designed to use low value ce- ramic capacitors and low value inductors, to reduce the converter’s volume and cost in por- table devices Current mode PWM control was, therefore, chosen for the ease of compensation when using ceramic output capacitors and better transient line rejection, which is important in battery powered applications. Current mode control spreads the two poles of the output power train filter far apart so that the modulator gain crosses over at -20dB/decade instead of the usual -40dB/decade. The external compen- sation network is, simply, a series RC connected between ground and the output of the internal transconductance error amplifier. It is well known that an unconditional instability exists for any fixed frequency current-mode converter operating above 50% duty cycle. A simple, constant-slope compensation is chosen to achieve stability under these conditions. The most common high duty cycle application is a Li-Ion battery powered regulator with a 3.3V output (D ≥ 90%). Since the current loop is critically damped when the compensation slope (denoted MCV) equals the negative discharge slope (denoted M2V), the amount of slope com- pensation chosen is, therefore: M2 = dIL/dTOFF =-VOUT/L = -3.3V/4.7µH = -702mA/ µs M2V = M2*RPMOS MCV = -M2V = 702mA/µs*0.2Ω = 140mV/µs, for RPMOS = 0.20 Ω The inductor current is sensed as a voltage across the PMOS charging switch and the NMOS synchronous rectifier (see BLOCK DIAGRAM) During inductor current charge, V(PVIN)-V(LX) represents the charging current ramp times the resistance of the PMOS charging switch. To keep the effective current slope compensation constant (remembering current is being com- pensated, not voltage) the voltage slope must be proportional to RPMOS. To account for this, the slope compensation voltage is internally gener- ated with a bias current that is also proportional to RPMOS. Over Current Protection In steady state closed loop operation the voltage at the COMP pin controls the duty cycle. Due to the current mode control and the slope compen- sation, this voltage will be: V(COMP) (ILPK* RPMOS + MCV *TON+ VBE(Q1) The COMP node will be clamped when the its voltage tries to exceed V(BLIM) + VBE (Q1). The VBE(Q1) term is cancelled by VBE(Q2) at the output of the translator. The correct value of clamp voltage is, therefore: V(BLIM) = IL(MAX)* RPMOS + MCV *tON The IL(MAX) term is generated with a bias current that is proportional to RPMOS, to keep the value of current limit approximately constant over process and temperature variations, while the MCV *TON is generated by a peak-holding cir- cuit that senses the amplitude of the slope com- pensation ramp at the end of TON. There is minimum on-time (TON) generated even if the COMP node is at 0V, since the peak current comparator is reset at the end of a charge cycle and is held low during a blanking time after the start of the next charge cycle. This is necessary to swamp the transients in the induc- tor current ramp around switching times. The minimum TON (50ns, nominally) is not suffi- cient for the COMP node to keep control of the current when the output voltage is low. The inductor current tends to rise until the energy loss from the discharge resistances are equal to |
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