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Quantum Tunnelling and its Applications
A Seminar talk by- Deepali Garg(16PH40017)
POINTS TO PONDER
 Introduction
 The process
 Importance
 Few Applications
 Conclusion
A Thought Experiment
 Let us imagine throwing a
ball on the wall.
 Probability of ball
reflecting back from the
wall is unity.
 BUT WHAT WILL
HAPPEN IF WE
SQUEEZE DOWN THE
SIZE OF THIS BALL TO
THE DIMENSION OF
ELECTRONS ??
A Thought Experiment
 The reflection coefficient
now is not UNITY.
 There will be a small but
finite probability of
transmission of our ball.
SO WHAT IS THIS
HAPPENING HERE?
“QUANTUM
TUNNELLING”
What is Quantum Tunnelling ?
 Quantum tunnelling refers
to the quantum
mechanical phenomenon
where a particle tunnels
through a barrier that
it classically could not
surmount.
The Process
 This process relies on
Heisenberg’s Uncertainty
principle. Because this
process of tunnelling relies
on probability.
 The probability of an
object tunnelling through a
barrier decreases with the
object's increasing mass
and with the increasing gap
between the energy of the
object and the energy of the
barrier.
Importance
 Tunnelling occurs with barriers of thickness around
1-3 nm and smaller.
 Tunnelling plays an essential role in several physical,
chemical, and biological phenomena, such as radioactive
decay or the manifestation of large kinetic isotope effects
in chemicals of enzymatic reactions.
 Quantum tunnelling is essential for nuclear fusion in stars.
 The astrochemical syntheses of various molecules
in interstellar clouds can be explained such as the
synthesis of molecular hydrogen, water (ice)
and Formaldehyde.
Applications of Quantum Tunnelling
Quantum biology
 Electron tunnelling is a key
factor in many biochemical
redox reactions
(photosynthesis, cellular
respiration) as well as
enzymatic catalysis
 Proton tunnelling is a key
factor in spontaneous
mutation of DNA.
Cold Emission
 Cold emission of electrons
is relevant to the emission
of electrons in
semiconductor where they
randomly jump from the
surface of metals to follow
the voltage bias.
 used in flash memory ,
vacuum tubes, as well as
some electron microscopes.
Quantum Conductivity
 When a free electron wave packet encounters a long array
of uniformly spaced barriers the reflected part of the wave
packet interferes uniformly with the transmitted one
between all barriers so that there are cases of 100%
transmission.
 The theory predicts that if positively charged nuclei form
a perfectly rectangular array, electrons will tunnel through
the metal as free electrons, leading to an extremely
high conductance.
Scanning Tunnelling Microscope
 It operates by taking
advantage of the
relationship between
quantum tunnelling with
distance.
 By using piezoelectric
rods that change in size
when voltage is applied
over them the height of the
tip can be adjusted to keep
the tunnelling current
constant.
Can humans tunnel ?
 In principle, macroscopic
objects like us also obey the
laws of quantum
mechanics.
 So can we also tunnel ?
Can humans tunnel?
 The answer is NO.
But Why is this
not observed?
Explanation
 We are highly complex organism made up of an
astronomically large number of particles.
 Even though each particle behaves like a wave, when
combined together these `matter waves' will interfere,
resulting in a cancelling-out of the peaks and troughs.
 This decoherence is what prevents large objects from
displaying observable wave-like behaviour, including
tunnelling.
Thank you for your attention

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modern.pptx

  • 1. Quantum Tunnelling and its Applications A Seminar talk by- Deepali Garg(16PH40017)
  • 2. POINTS TO PONDER  Introduction  The process  Importance  Few Applications  Conclusion
  • 3. A Thought Experiment  Let us imagine throwing a ball on the wall.  Probability of ball reflecting back from the wall is unity.  BUT WHAT WILL HAPPEN IF WE SQUEEZE DOWN THE SIZE OF THIS BALL TO THE DIMENSION OF ELECTRONS ??
  • 4. A Thought Experiment  The reflection coefficient now is not UNITY.  There will be a small but finite probability of transmission of our ball. SO WHAT IS THIS HAPPENING HERE? “QUANTUM TUNNELLING”
  • 5. What is Quantum Tunnelling ?  Quantum tunnelling refers to the quantum mechanical phenomenon where a particle tunnels through a barrier that it classically could not surmount.
  • 6. The Process  This process relies on Heisenberg’s Uncertainty principle. Because this process of tunnelling relies on probability.  The probability of an object tunnelling through a barrier decreases with the object's increasing mass and with the increasing gap between the energy of the object and the energy of the barrier.
  • 7. Importance  Tunnelling occurs with barriers of thickness around 1-3 nm and smaller.  Tunnelling plays an essential role in several physical, chemical, and biological phenomena, such as radioactive decay or the manifestation of large kinetic isotope effects in chemicals of enzymatic reactions.  Quantum tunnelling is essential for nuclear fusion in stars.  The astrochemical syntheses of various molecules in interstellar clouds can be explained such as the synthesis of molecular hydrogen, water (ice) and Formaldehyde.
  • 8. Applications of Quantum Tunnelling Quantum biology  Electron tunnelling is a key factor in many biochemical redox reactions (photosynthesis, cellular respiration) as well as enzymatic catalysis  Proton tunnelling is a key factor in spontaneous mutation of DNA.
  • 9. Cold Emission  Cold emission of electrons is relevant to the emission of electrons in semiconductor where they randomly jump from the surface of metals to follow the voltage bias.  used in flash memory , vacuum tubes, as well as some electron microscopes.
  • 10. Quantum Conductivity  When a free electron wave packet encounters a long array of uniformly spaced barriers the reflected part of the wave packet interferes uniformly with the transmitted one between all barriers so that there are cases of 100% transmission.  The theory predicts that if positively charged nuclei form a perfectly rectangular array, electrons will tunnel through the metal as free electrons, leading to an extremely high conductance.
  • 11. Scanning Tunnelling Microscope  It operates by taking advantage of the relationship between quantum tunnelling with distance.  By using piezoelectric rods that change in size when voltage is applied over them the height of the tip can be adjusted to keep the tunnelling current constant.
  • 12. Can humans tunnel ?  In principle, macroscopic objects like us also obey the laws of quantum mechanics.  So can we also tunnel ?
  • 13. Can humans tunnel?  The answer is NO. But Why is this not observed?
  • 14. Explanation  We are highly complex organism made up of an astronomically large number of particles.  Even though each particle behaves like a wave, when combined together these `matter waves' will interfere, resulting in a cancelling-out of the peaks and troughs.  This decoherence is what prevents large objects from displaying observable wave-like behaviour, including tunnelling.
  • 15. Thank you for your attention