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LTC4261 Datasheet(PDF) 42 Page - Analog Devices |
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LTC4261 Datasheet(HTML) 42 Page - Analog Devices |
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42 / 82 page ![]() LTC4284 42 Rev. B For more information www.analog.com APPLICATIONS INFORMATION Sense resistors for each channel are selected assuming they will carry the maximum channel current, or 33.3A in this example. Selection is a matter of total cost, sense voltage (configurable from 15mV to 30mV in 1mV steps), allowable dissipation, availability of discrete resistance values, using multiple devices to reduce the sensing errors associated with high current density at the interface between the PCB and resistor, and using multiple devices to ballast current flow across a wide path, between 2 or more connectors, or between 2 or more MOSFETs. These factors are iterated until an acceptable solution is found. First, determine the number of resistors needed to handle the total sense power of each channel. Compute the total sense power starting with the minimum sense voltage or 15mV: PS(CH) = ∆VSENSE(MIN) • ICH(MAX) = 15mV • 33.3A = 500mW Second, compute the number of resistors needed to handle this power. For example, 1206 resistors are rated for 250mW dissipation. A conservative design is half as much, or 125mW. NRS(CH) = PS(CH) 125mW = 500mW 125mW = 4 Thus at least four parallel 1206 resistors are needed for each channel. Third, compute the resistance value: RS(CH)= VILIM(MIN) ICH(MAX) = 15mV 33.3A =450µΩ Four resistors of 1.8mΩ each would give the correct sense resistance. Fourth, use the closest next-larger avail- able sense resistor value and adjust the sense voltage as needed to restore the current. In this case, a 2mΩ sense resistor value is selected and the sense voltage is adjusted to 16mV. Recompute the numbers: RS(CH) = 2mΩ 4 = 500µΩ ICH(MAX) = 16mV 500µΩ = 32A PS(CH) = 16mV • 32A = 512mW The power dissipation of each resistor package is now 512mW/4 = 128mW. The total current limit is now 32A • 2 = 64A, close enough to the optimum value of 66.7A. The above process might be iterated for several combinations of different resistor counts, different package sizes, and even combinations of mixed resistor values. When a specific design is actually built, there can be small inaccuracies in the current sensing owing to contact and copper trace resistances. An immediate remedy without changing sense resistors is to readjust the sense voltage in 1mV steps. For instance, moving sense voltage from 16mV to 17mV gives a 6.25% increase in current. Step 2. Select resistive dividers for DRNS (drain sense), RTNS (RTN sense) and VOUTTH (output low threshold). DRNS and RTNS serve multiple purposes. First, they are the inputs to a differential amplifier that measures the attenuated load voltage for dV/dt control at startup (see Inrush Control). In the event of an output overload or short-circuit, the current limit foldback profile in normal operation depends upon the differential input between RTNS and DRNS that represents the output voltage across the load. The current limit starts to fold back when RTNS – DRNS drops below 0.9V and reaches the minimum when RTNS – DRNS drops to zero (see Current Limit Foldback). Additionally, in current limit the DRNS input monitors the MOSFET’s VDS and uses this information to scale the TMR pull-up current accordingly. When not in current limit, DRNS monitors VDS and serves as one input to a mul- tiplier which generates the TMR pull-up current. Finally, RTNS and DRNS also serve as inputs to the ADCs so that the input voltage and MOSFET drain voltage can be read remotely. RTNS and DRNS have a maximum useable input voltage of 2.8V, so resistive dividers are required. To select resistive dividers for RTNS and DRNS, compute the divider ratio r using the maximum supply voltage: r = VS(MAX) 1.8V = 72V 1.8V = 40 where 1.8V is the operating point of DRNS at which the TMR pull-up current is tested and specified. The resulting |
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