The nanophysics is halfway between the size scales of quantum mechanics and macroscopic physics governed by the laws of Newton and Einstein. The correct definition of nanophysics is the physics of structures and artefacts with dimensions in the nanometer range or of phenomena occurring in nanoseconds. Modern physical methods whose fundamental are developed in physics laboratories have become critically important in nanoscience. Nanophysics brings together multiple disciplines, using theoretical and experimental methods to determine the physical properties of materials in the nanoscale size range. Interesting properties include the structural, electronic, optical, and thermal behavior of nanomaterials, electrical and thermal conductivity, the forces between nanoscale objects, and the transition between classical and quantum behavior. Nanophysics has now become an independent branch of physics, simultaneously expanding into many new areas and playing a vital role in fields that were once the domain of engineering, chemical, or life sciences. Nanoscience and nanotechnology are all about relating and exploiting phenomena for materials having one, two or three dimensions reduced to the nanoscale. Breakthroughs in nanotechnology require a firm grounding in the principles of nanophysics. It is intended to fulfill a crucial purpose. Nanophysics aims to connect scientists with disparate interests to begin interdisciplinary projects and incorporate the theory and methodology of other fields into their work.
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The nanophysics age and its new perspectives
Catalano E1
1University of Milano Bicocca, Piazza dell’Ateneo Nuovo, 1, 20126 Milan, Italy
The nanophysics is halfway between the size scales of quantum mechanics and macroscopic
physics governed by the laws of Newton and Einstein. The correct definition of nanophysics is the
physics of structures and artefacts with dimensions in the nanometer range or of phenomena
occurring in nanoseconds [1].
Modern physical methods whose fundamental are developed in physics laboratories have become
critically important in nanoscience. Nanophysics brings together multiple disciplines, using
theoretical and experimental methods to determine the physical properties of materials in the
nanoscale size range. Interesting properties include the structural, electronic, optical, and thermal
behavior of nanomaterials; electrical and thermal conductivity; the forces between nanoscale
objects; and the transition between classical and quantum behavior. Nanophysics has now become
an independent branch of physics, simultaneously expanding into many new areas and playing a
vital role in fields that were once the domain of engineering, chemical, or life sciences [1].
Nanoscience and nanotechnology are all about relating and exploiting phenomena for materials
having one, two or three dimensions reduced to the nanoscale. Breakthroughs in nanotechnology
require a firm grounding in the principles of nanophysics. It is intended to fulfill a crucial purpose.
Nanophysics aims to connect scientists with disparate interests to begin interdisciplinary projects
and incorporate the theory and methodology of other fields into their work [2].
Their evolution may be related to three exciting happenings that took place in a short span from the
early to mid-1980s with the award of Nobel prizes to each of them [2]. These were: (i) the
discovery quantum Hall effect in a two-dimensional electron gas; (ii) the invention of scanning
tunnelling microscopy (STM); and (iii) the discovery of fullerene as the new form of carbon. The
latter two, within a few years, further led to the remarkable invention of the atomic force
microscope (AFM) and, in the early 1990s the extraordinary discovery of carbon nanotubes (CNT),
which soon provided the launch pad for the present-day nanotechnology [2]. The STM and AFM
have emerged as the most powerful tools to examine, control and manipulate matter at the atomic,
molecular and macromolecular scales and these functionalities constitute the mainstay of
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nanotechnology. Interestingly, this exciting possibility of nanolevel tailoring of materials was
envisioned way back in 1959 by Richard Feynman in his lecture, “There’s plenty of room at the
bottom” [3].
Nanophysics applications
When things get small or cold (or both!), quantum effects start to appear. Nanophysics develops
various devices and instruments to reveal and quantify them.
Novel materials, structures and devices are constructed through a variety of fabrication techniques,
including e-beam lithography, focused-ion-beam milling, nano-manipulation, and self-assembly [1].
They are then tested at temperatures ranging from ambient down to a few tens of millikelvin using
various probes, microscopes and cryostats. Probing the form and function of nano-structure and
devices requires and inspires the development of ultra-sensitive detectors, sources (of quanta) and
microscopes [1].
Quantum Measurements using Nanomechanical Resonators
The electron has dominated technology, measurement, communications and information processing
for around one century. Hard limits may restrict its future dominance. One promising disruptive
technology that may grow in future is based on NEMS (nano-scale electromechanical system).
Resonators based on NEMS (so called NMRs) are expected to have a range of applications, from
ultra-sensitive sensors for mass, force, charge, spin and chemical specificity, through single-
molecule bio-sensing, information storage and processing technologies, to nanoscale refrigerators.
They are sufficiently small that mesoscopic quantum mechanical behaviour is expected to appear, at
low temperatures or even at room temperature, with all of the quantum metrology capabilities that
have hither to been found in atomic and condensed matter physics.
There is a key requirement to extend quantum metrology to the nanoscale and to achieve
measurements that are limited only by counting statistics or, going further, by the Heisenberg
uncertainty principle limit.
It focuses on metrological aspects of NMRs as they approach the quantum regime, where the
resonator’s state is not significantly ‘mixed’ by thermal noise; in other words, one requires
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ħω>kBT
where ω is one of the resonator’s fundamental frequencies, T is its effective operating temperature,
and ħ and kB are fundamental constants.
The ultimate metrological target, towards which it is aiming, is the
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