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MAX5072 Datasheet(PDF) 21 Page - Maxim Integrated Products |
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MAX5072 Datasheet(HTML) 21 Page - Maxim Integrated Products |
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21 / 30 page ![]() 22 MAX RMS DC PK DC PK D I (I +I +(I I )) 3 = × × O O IN IN VI I V × = ×η ( ) IN DS L SW V V D I Lf −× ∆= × L DC IN I II 2 ∆ = − L PK IN I II 2 ∆ = + 2 DC RMS DS(ON)MAX PI R = × where VDS is the drop across the internal MOSFET. See the Electrical Characteristics for the RDS(ON)MAX value. O IN R F SW SW V I (t t ) f P 4 ×× + × = where tR and tF are rise and fall times of the internal MOSFET. The tR and tF are typically 20ns, and can be measured in the actual application. The supply current in the MAX5072 is dependent on the switching frequency. See the Typical Operating Characteristics to find the supply current of the MAX5072 at a given operating frequency. The power dissipation (PS) in the device due to supply current (IS) is calculated using following equation. S INMAX SUPPLY PV I = × The total power dissipation PT in the device is: T DC1 DC2 SW1 SW2 S PP P P P P = ++ + + where PDC1 and PDC2 are DC losses in converter 1 and converter 2, respectively. PSW1 and PSW2 are switching losses in converter 1 and converter 2, respectively. Calculate the temperature rise of the die using the following equation: J C T J C T T (P ) − = + ×θ where θJ-C is the junction-to-case thermal impedance of the package equal to +2°C/W. Solder the exposed pad of the package to a large copper area to minimize the case- to-ambient thermal impedance. Measure the temperature of the copper area near the device at a worst-case condition of power dissipation and use +2°C/W as θJ-C thermal impedance. The case-to-ambient thermal impedance (θC-A) is dependent on how well the heat is transferred from the PC board to the ambient. Use large copper area to keep the PC board temperature low. The θC-A is usually in the +20°C/W to +40°C/W range. Compensation The MAX5072 provides an internal transconductance amplifier with its inverting input and its output available to the user for external frequency compensation. The flex- ibility of external compensation for each converter offers wide selection of output filtering components, especially the output capacitor. For cost-sensitive applications, use high-ESR aluminum electrolytic capacitors; for compo- nent size-sensitive applications, use low-ESR tantalum or ceramic capacitors at the output. The high switching frequency of MAX5072 allows use of ceramic capacitors at the output. Choose all the passive power components that meet the output ripple, component size, and component cost requirements. Choose the small-signal components for the error amplifier to achieve the desired closed-loop bandwidth and phase margin. Use a simple pole-zero pair (Type II) compensation if the output capacitor ESR zero frequency is below the unity-gain crossover frequency (fC). Type III compensation is necessary when the ESR zero frequency is higher than fC or when compensating for a continuous mode boost converter that has a right- half plane zero. Use the following procedure 1 to calculate the compensa- tion network components when fZERO,ESR < fC. Buck Converter Compensation Procedure 1 (see Figure 7): Calculate the fZERO,ESR and LC double pole: ZERO,ESR OUT LC OUT OUT 1 f 2 ESR C 1 f 2L C = π× × = π× × Calculate the unity-gain crossover frequency as: www.maximintegrated.com Maxim Integrated │ 21 MAX5072 2.2MHz, Dual-Output Buck or Boost Converter with POR and Power-Fail Output |
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