Distribution Of Intensity On Screen
	Distribution of intensity on screen: The equation for intensity on screen for double slit contains two terms. One of these term is  ,which represents the distribution due to pure interference effects and the other
 ,which represents the distribution due to pure interference effects and the other  is due to diffraction.
 is due to diffraction.
	The intensity at screen will be zero whenever either of  or
 or  is zero i.e. whenever
 is zero i.e. whenever
	       or
   or    
By definition
	                   
	 fig..(1)
fig..(1)
	 fig..(2)
fig..(2)
	hence first series of minima occurs, when  (interference minima)   or ,
 (interference minima)   or , 
The second series of minima occur when
		                 (diffraction minima)
 (diffraction minima)
		          or,    
		As in the case of single slit diffraction, here also exact position of maxima is not defined(except the principal maxima). Approximate position of these maxima can be determined by neglecting  term and getting the condition of maxima by making
 term and getting the condition of maxima by making  ie. for
 ie. for               
		                        or
  or     (interference maxima)
    (interference maxima)     
			 Here p represent the order of interference. The resultant intensity distribution in the case of diffraction by double slit is given by that in fig.3 . We can see that resultant intensity distribution in the case comprises on several peaks within the envelope formed by the diffraction term  . There are several interesting features in this intensity distribution pattern. The intensity goes to zero when either of the term is zero or both are zero. The second condition is satisfied when
. There are several interesting features in this intensity distribution pattern. The intensity goes to zero when either of the term is zero or both are zero. The second condition is satisfied when