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Schmitt Trigger Calculator

This calculator first finds the exact resistor values to give the required circuit parameters of a non-inverting Schmitt Trigger and then allows the substitution of preferred resistor values or those readily available to find the resulting circuit parameters.

[Schmitt Trigger Circuit]

1) Enter the required high and low input voltage switching thresholds, the high and low op-amp output voltages and the required current drawn from the reference voltage, then press "Calculate" below to obtain the Ideal resistor values.
 
High Threshold Voltage (Vth):   V Maximum Input Current (Iim):    mA
Low Threshold Voltage (Vtl):   V Output Voltage High (Voh):   V
Reference Voltage (Vref):   V Output Voltage Low (Vol):   V
 

2) Change the calculated resistor values in the amber text boxes below to the nearest Preferred Resistor Values or to those available and then press " Calculate" below to get the resulting Schmitt Trigger switching thresholds.
 
Preferred Input Resistor (R1):    Ω High Threshold Voltage (Vth):   V
Preferred Ground Resistor (R2):    Ω Low Threshold Voltage (Vtl):   V
Preferred Feedback Resistor (R3):    Ω Maximum Input Current (Iim):   mA
 

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There are an infinite number of possible resistor values that will give the required High Trigger Threshold Voltage and the Low Trigger Threshold Voltage in a Schmitt Trigger because they are simply a ratio. Therefore, the required Maximum Input current has been made selectable in order to set the required finite resistor values. The following formulas have been derived by myself and may not be in their simplest form.

Using the fact that both inputs to the op-amp will have virtually the same voltages, we first calculate the value of the Input Resistor (R1) from the High Threshold Voltage (Vth) and the Reference Voltage (Vref) divided by the selected Maximum Input Current (Iim).

[Formula to find R1]Formula 1.

[Formula to find R3]Formula 2.

[Formula to find R2]Formula 3.

[Formula to find Vth]Formula 4.

[Formula to find Vtl]Formula 5.

[Formula to find Iim]Formula 6.

First published on chemandy.com by W J Highton on 15/6/2018

 



This calculator is provided free by Chemandy Electronics in order to promote the FLEXI-BOX

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