We have a question about LM317A.
We change input voltage from 0V to 24V.
Please tell us the input voltage that output voltage starts to rise when we change input voltage from 0V to 24V.
Best regards,
Takahiro Nishizawa
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Hi Takahiro,
The input voltage at which your output starts to rise will depend on the load current as you can see from Figures 5 and 6 in the datasheet. At 1 A load current the output voltage starts rising when Vin = 1.5 V regardless of the output voltage.
This fact can be used to approximate the input voltage for your application's load current with the following procedure:
m = (Vout - 0 V)/(Vout + Vdo@1A - 1.5 V) = (Vout - 0 V)/(Vout + Vdo@Iout - Vstart)
Where Vstart is the input voltage when the output starts to rise for the specific load current, Iout.
Finally, you can estimate the input voltage at which the output starts to rise by simplifying the equation from step 3:
Vstart = Vdo@Iout - Vdo@1A + 1.5 V = Vdo@Iout - 0.5 V
Thanks,
Gerard
Hi Takahiro,
Vstart is the input voltage when the output starts to rise. We can use Figure 5 as an example for Rout = 1.2 ohms. This gives a load current of approximately 1 A. Using Figure 4, the dropout voltage is typically 2 V@1 A load current. Now using the equation from my above post:
Vstart = Vdo@Iout - 0.5 V = 2 V - 0.5 V = 1.5 V
As shown by the graph, this is the minimum input voltage when the output voltage starts rising:
We can use the other curve on the same figure as another example, where Rout = 243 + 0 ohms. In this case the dropout voltage is calculated as Vin - Vout when the output starts falling out of regulation.
Vdo@5 mA = 2.6 V - 1.25 V = 1.35 V
Vstart = Vdo@Iout - 0.5 V = 1.35 V - 0.5 V = 0.85 V
0.85 V is approximately the input voltage at which the output starts rising for 5 mA load condition:
Keep in mind that these are approximations based on the typical Vout vs. Vin characteristics for the LM317.
Thanks,
Gerard
Hi Takahiro,
The quiescent current based on Vin - Vout is shown in Figure 8 of the datasheet. For 24 V input and 3.3 V output, the quiescent current is approximately 2.1 mA.
The maximum output current is independent of the output capacitor and dependent on the thermal metrics of the device. For your application's conditions, the power dissipated is:
Pd = (24 - 3.3) * 0.1 = 2.07 W
The Rja required for your application will depend on the expected ambient temperature. The package must be able to achieve Rja < Rja,max to prevent the device entering thermal shutdown in your application.
Rja,max = (Tj,max - Ta) / Pd = (125 - Ta) / 2.07
After determining Rja,max, refer to the Figure 39 (SOT-223 package) or Figure 41 (TO-252) to determine how much additional copper is needed on the PCB to act as a heat sink. If using the TO-220 or TO packages, you may need to mount a heat sink to the package. This heat sink should have Rha calculated with Equation 5:
Please refer to section 11.3 of the datasheet: Thermal Considerations for more information about maximum power dissipation for this device.
Thanks,
Gerard