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MIC3202 Datasheet(PDF) 10 Page - Micrel Semiconductor |
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MIC3202 Datasheet(HTML) 10 Page - Micrel Semiconductor |
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10 / 19 page ![]() Micrel, Inc. MIC3202 September 2010 10 M9999-091710-A Application Information The internal block diagram of the MIC3202 is shown in Figure 1. The MIC3202 is composed of a current-sense comparator, voltage and current reference, 5V regulator and MOSFET. Hysteretic mode control, also called bang-bang control, is a topology that does not employ an error amplifier, using an error comparator instead. The inductor current is controlled within a hysteretic window. If the inductor current is too small, the power MOSFET is turned on; if the inductor current is large enough, the power MOSFET is turned off. It is a simple control scheme with no oscillator and no loop compensation. Since the control scheme does not need loop compensation, it simplifies design and avoids problems of instability. Transient response to load and line variation is very fast and only depends on propagation delay. This makes the control scheme very popular to achieve low dimming duty cycles. LED Current and RCS The main function of the MIC3202 is to control the LED current accurately within ±5% of the set current. A high- side RCS resistor sets LED current. The following equation gives the RCS value: ) I V + V ( x 2 1 = R LED ) MIN ( CS ) MAX ( CS CS RCS (Ω) ILED (A) I 2R (W) Size (SMD) 1.33 0.15 0.03 0603 0.56 0.35 0.07 0805 0.4 0.5 0.1 0805 0.28 0.7 0.137 0805 0.2 1.0 0.2 1206 Table 1. RCS Values for Various LED Currents For VCS(MAX) and VCS(MIN), refer to the Electrical Characteristic table. Frequency of Operation To calculate the frequency spread across input supply: t Δ I Δ L = V L L L is the inductance, ∆IL is fixed (the value of the hysteresis): CS ) MIN ( CS ) MAX ( CS L R V V = I Δ - VL is the voltage across inductor L which varies by supply. For current rising (MOSFET is ON): RISE _ L L r V I Δ L = t where: VL_RISE = VIN − ILED × RCS − VLED. For current falling (MOSFET is OFF): FALL _ L L f V I Δ L = t where: VL_FALL = VD + ILED × RCS + VLED f r t + t = T , T 1 f SW = ) IN V D (V L ΔI L ) LED V - CS R LED I - IN (V ) LED V CS R LED I D (V f SW + × × × × + × + = where: VD is Schottky diode forward drop. VLED is total LEDs voltage drop. VIN is input voltage. ILED is average LED current. |
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