(sub) - (sub) equations:
- S = Apparent Power in VA
- V = Voltage in Volts V
- I = Current in Amps A
- R = Resistor in ohms
- P = Real Power in Kilowatts kw
- P = Real Power in Watts
- E = Energy In Kilowatt-hours Kwh
- E = Energy In Electron-volts eV
- T = Time in Seconds sec
- Q = Elementary Charge e
- Q = Energy In Joules J
- Q = Battery Capacity in Milliamp-hours mAh
- Q = Coulombs Charge C
- Cosθ = Power factor in AC circuits
- VL-L = Line to Line Voltage in 3-Phase Circuits
- VL-N = Line to Neutral Voltage in 3-Phase Circuits
Where:
Mathematical Definition:
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Mathematical Definition 2:
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Mathematical Definition 3:
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Mathematical Definition 4:
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Mathematical Definition:
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Mathematical Definition 2:
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Mathematical Definition 3:
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Mathematical Definition 4:
For Example,
Mathematical Definition:
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Mathematical Definition 2:
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Mathematical Definition 3:
For Example,
Mathematical Definition 4:
For Example,
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using the sub calculator.
To use the above "sub Conversion Calculator" follow the below steps:
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sub conversion application
- S = Apparent Power in VA
- V = Voltage in Volts V
- I = Current in Amps A
- R = Resistor in ohms
- P = Real Power in Kilowatts kw
- P = Real Power in Watts
- E = Energy In Kilowatt-hours Kwh
- E = Energy In Electron-volts eV
- T = Time in Seconds sec
- Q = Elementary Charge e
- Q = Energy In Joules J
- Q = Battery Capacity in Milliamp-hours mAh
- Q = Coulombs Charge C
- Cosθ = Power factor in AC circuits
- VL-L = Line to Line Voltage in 3-Phase Circuits
- VL-N = Line to Neutral Voltage in 3-Phase Circuits
Where:
Frequently Asked Questions - Lm317 Resistor Voltage Conversion FAQs:
How do I calculate the output voltage of an LM317?
Resistors in a voltage divider help the LM317 choose how much voltage to deliver. The equation is Vout = 1.25V × (1 + R2/R1) + Iadj × R2. When the adjustment pin current (Iadj) is small, it is usually not needed to include it in the calculation, allowing Vout to be approximated as 1.25V × (1 + R2/R1).
How do I pick resistor values for the LM317?
Start with R1 (usually 240 ohms) and find R2 using the equation R2 = R1 × ((Vout / 1.25V) - 1). Start with common resistor values to get good results, and parallel two resistors if you need to.
What voltage range does the LM317 support?
The range of output voltage that the LM317 can regulate is 1.25V – 37V, subject to the voltage on the input and the load. Volts must differ by at least 3V for a regulator to give a stable output.
How accurate is the LM317 output?
If you meet the requirements on resistor accuracy, temperature, and load, LM317 generally has an output tolerance of ±1%. Stable output can be achieved by opting for precision resistors (1% or better).
What is the default voltage of an LM317?
When no resistors are used, the output continues to be 1.25V. You cannot do this with the built-in resistors alone; you need external resistors to produce higher output.