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Physics Helpline
L K Satapathy
Modern Physics - 4
-Decay of Nucleus
Photo-electric Effect 2
21
2
hcmv 

 
Physics Helpline
L K Satapathy
Modern Physics - 4
Question : In a historical experiment to determine Planck’s constant , a metal
surface was irradiated by different wavelengths. The emitted photo-electron
energies were measured by applying a stopping potential. The relevant data for the
wavelength () of incident light and the corresponding stopping potentials (Vo) are
given below.
34 34 34 34
( ) 6.0 10 ( ) 6.4 10 ( ) 6.6 10 ( ) 6.8 10a b c d   
   
 (m)
V (volt)
0.3 0.4 0.5
2.0 1.0 0.4
Given that and .
Planck’s constant (in units of Js) found from such an experiment is
8
3 10c m s  19
1.6 10e C
 
Physics Helpline
L K Satapathy
Modern Physics - 4
Answer :
2
max
1
2 o
hcmv eV

  
2
2
. . . (2)hc eV

 
According to Einstein’s Photo-electric equation
 For the data given in the Q , we can write
1
1
. . . (1)hc eV

 
3
3
. . . (3)hc eV

 
Physics Helpline
L K Satapathy
Modern Physics - 4
Correct option = (b)
8 19
7 7
1 13 10 1.6 10 (2 1)
3 10 4 10
h 
 
        
  
 15 19310 1 1.6 10
4
h 
    
 15 19110 1.6 10
4
h 
   
34
6.4 1 [ ]0 nsh J s A
  
1 2
1 2
1 1(1) & (2) ( )hc e V V
 
 
    
 
 15 191 13 10 1.6 10
3 4
h 
     
Physics Helpline
L K Satapathy
Modern Physics - 4
Correct option = (b)
2 3
2 3
1 1(2) & (3) ( )hc e V V
 
 
    
 
8 19
7 7
1 13 10 1.6 10 (1 0.4)
4 10 5 10
h 
 
        
  
 15 191 13 10 1.6 10 0.6
4 5
h 
      
34
6.4 1 [ ]0 nsh J s A
  
15 193 310 1.6 10
20 5
h 
     
34 3 201.6 10
5 3
h 
    
Let us test the result using equations (2) & (3)
Physics Helpline
L K Satapathy
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Photo Electric Effect / Planck's Constant

  • 1. Physics Helpline L K Satapathy Modern Physics - 4 -Decay of Nucleus Photo-electric Effect 2 21 2 hcmv    
  • 2. Physics Helpline L K Satapathy Modern Physics - 4 Question : In a historical experiment to determine Planck’s constant , a metal surface was irradiated by different wavelengths. The emitted photo-electron energies were measured by applying a stopping potential. The relevant data for the wavelength () of incident light and the corresponding stopping potentials (Vo) are given below. 34 34 34 34 ( ) 6.0 10 ( ) 6.4 10 ( ) 6.6 10 ( ) 6.8 10a b c d         (m) V (volt) 0.3 0.4 0.5 2.0 1.0 0.4 Given that and . Planck’s constant (in units of Js) found from such an experiment is 8 3 10c m s  19 1.6 10e C  
  • 3. Physics Helpline L K Satapathy Modern Physics - 4 Answer : 2 max 1 2 o hcmv eV     2 2 . . . (2)hc eV    According to Einstein’s Photo-electric equation  For the data given in the Q , we can write 1 1 . . . (1)hc eV    3 3 . . . (3)hc eV   
  • 4. Physics Helpline L K Satapathy Modern Physics - 4 Correct option = (b) 8 19 7 7 1 13 10 1.6 10 (2 1) 3 10 4 10 h                 15 19310 1 1.6 10 4 h        15 19110 1.6 10 4 h      34 6.4 1 [ ]0 nsh J s A    1 2 1 2 1 1(1) & (2) ( )hc e V V             15 191 13 10 1.6 10 3 4 h       
  • 5. Physics Helpline L K Satapathy Modern Physics - 4 Correct option = (b) 2 3 2 3 1 1(2) & (3) ( )hc e V V            8 19 7 7 1 13 10 1.6 10 (1 0.4) 4 10 5 10 h                 15 191 13 10 1.6 10 0.6 4 5 h         34 6.4 1 [ ]0 nsh J s A    15 193 310 1.6 10 20 5 h        34 3 201.6 10 5 3 h       Let us test the result using equations (2) & (3)
  • 6. Physics Helpline L K Satapathy For More details: www.physics-helpline.com Subscribe our channel: youtube.com/physics-helpline Follow us on Facebook and Twitter: facebook.com/physics-helpline twitter.com/physics-helpline