741 Non-Inverting Amplifiers
    
        Aim
        To design and simulate Summing and Averaging Amplifier circuits using 
      741.
         
      Components
  
    | Name | EDWin Components Used | Description | Number of components 
          required | 
  
    | RES | RC05 | Resistor | 6 | 
  
    | COMPARATOR | LM358 | Comparator | 1 | 
  
    | VDC | VDC | Dc voltage source | 5 | 
  
    | GND | SPL0 | Ground | 7* | 
        
         
      Theory
           
      An operational amplifier is a direct coupled
high gain amplifier consisting of one or more differential amplifiers and usually followed
by a level translator and an output stage which is 
      usually a push-pull or push-pull complementary symmetry pair.       An operational amplifier can be used to
amplify ac as well as dc input signals and was originally designed
for computing such mathematical functions as addition, subtraction, multiplication 
      and integration.
   An opamp can be configured in 
      either the inverting or in the non-inverting mode. The circuit shown
below is called a non-inverting amplifier, since the
input voltage sources and resistors are connected to the non-inverting terminal of the
op-amp. The circuit can be used either as a summing or an
averaging amplifier through the selection of appropriate values of resistors, R1
and RF. The input resistance RiF of the non-inverting amplifier is very large and is given 
      by

   In order to verify the 
      functions of the circuit, the expression for the output voltage can be 
      obtained as follows. Applying the superposition theorem,            
           the voltage
V1 at 
      the non-inverting terminal is


   Hence the output voltage Vo is


Summing Amplifier

         The Summing Amplifier produced using 741 is the circuit that sums up
all the input voltages. As evident from equation 4 if the gain  is equal to the number of inputs, the output voltage becomes equal to the sum of all input
voltages. That is, if
 is equal to the number of inputs, the output voltage becomes equal to the sum of all input
voltages. That is, if  , then
, then  .
.
   Hence the circuit is called a non-inverting summing amplifier. 
 Averaging Amplifier

         The output of the non-inverting amplifier as obtained from 
      equation 4 is equal to the average of all the input voltages times the 
      gain of the circuit,    hence the name averaging amplifier. Depending
on the application requirement the gain
 hence the name averaging amplifier. Depending
on the application requirement the gain  can be set to a specific  value. If the gain is 1 then the output voltage will be equal to 
      the average of all input voltages. One special feature to be noted is that 
      the non-
                   
              
inverting input voltage V1 is the 
      average of all the inputs.
 can be set to a specific  value. If the gain is 1 then the output voltage will be equal to 
      the average of all input voltages. One special feature to be noted is that 
      the non-
                   
              
inverting input voltage V1 is the 
      average of all the inputs. 
       Procedure
EDWinXP-> Schematic Editor: The circuit diagram is drawn by loading components 
      from the library. Wiring and proper net assignment has been made.

   The values are assigned for relevant components. 
      EDWinXP-> Mixed Mode Simulator: The circuit is preprocessed. Waveform markers are placed in 
      input and output of the circuit. GND net is set as reference net. The Transient Analysis parameters have been 
      set. The Transient Analysis is executed and output waveform is observed in 
      the Waveform Viewer.
      Result
   The output waveform may be observed in the waveform viewer.

