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LTM8062EVPBF Datasheet(PDF) 12 Page - Linear Technology |
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LTM8062EVPBF Datasheet(HTML) 12 Page - Linear Technology |
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12 / 20 page ![]() LTM8062 12 8062f APPLICATIONS INFORMATION For example, given a common 36-cell solar panel that has the following specified characteristics: Open Circuit Voltage (VOC) = 21.7V Maximum Power Voltage (VMP) = 17.6V Open-Circuit Voltage Temperature Coefficient (VOC) = –78mV/°C As the temperature coefficient for VMP is similar to that of VOC, the specified temperature coefficient for VOC (TC) of –78mV/°C and the specified peak power voltage (VMP(25°C)) of 17.6V can be inserted into the equations to calculate the appropriate resistor values for the tem- perature compensation network in Figure 4. With RSET equal to 1k, then: RSET = 1k RIN1 =−1k •(−0.078 • 4405)= 344k RIN2 = 344k 17.6 + 344k •(0.0674 / 1k) 2.7 − 1 = 24.4k Battery Voltage Temperature Compensation Some battery chemistries have charge voltage require- ments that vary with temperature. Lead-acid batteries in particular experience a significant change in charge volt- age requirements as temperature changes. For example, manufacturers of large lead-acid batteries recommend a float charge of 2.25V/cell at 25°C. This battery float voltage, however, has a temperature coefficient which is typically specified at –3.3mV/°C per cell. Figure 5. Lead-Acid 6-Cell Float Charge Voltage vs Temperature with a –19.8mV/°C Temperature Coefficient Using LM234 with the Feedback Network 8062 F05a LTM8062 LINEAR TECHNOLOGY LM234 RFB1 210k RFB2 43k V+ V– R RSET 2.4k BAT ADJ RFB3 215k 6-CELL LEAD-ACID BATTERY + TEMPERATURE (°C) –10 10 50 40 60 020 30 8062 F05b 12.6 12.8 13.0 13.2 13.4 13.6 13.8 14.0 14.2 14.3 –19.8mV/°C In a manner similar to the MPPT temperature correction outlined previously, implementation of linear battery charge voltage temperature compensation can be accomplished by incorporating a Linear Technology LM234 into the output feedback network. For example, a 6-cell lead acid battery has a float charge voltage that is commonly specified at 2.25V/cell at 25°C, or 13.5V, and a –3.3mV/°C per cell temperature coefficient, or –19.8mV/°C. Using the feedback network shown in Figure 5, with the desired temperature coefficient (TC) and 25°C float voltage (VFLOAT (25°C)) specified, and using a convenient value of 2.4k for RSET, necessary resistor values follow the relations: RFB1 = –RSET • (TC • 4405) = –2.4k • (–0.0198 • 4405) = 210k RFB2 = RFB1 VFLOAT(25°C)+RFB1 •(0.0674 / RSET) VFB − 1 = 210k 13.5 + 210k •(0.0674 / 2.4k) 3.3 − 1 = 43k RFB3 = 250k – RFB1||RFB2 = 250k – 210k||43k = 215k (see the Battery Float Voltage Programming section) While the circuit in Figure 5 creates a linear tempera- ture characteristic that follows a typical –3.3mV/°C per cell lead-acid specification, the theoretical float charge |
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