Systems of particles with hard core interactions are used to study phase transitions in equilibrium statistical mechanics. Lattice models are analytically more tractable. The problem of hard rods of length k on lattices ...
We study the Spinor Helicity formalism used to represent scattering data in the calculation of scattering amplitudes and the spinorial formulation of Loop Quantum Gravity and establish a correspondence between the two. We ...
“Self-assembly of Linear block copolymers” rely heavily on critical micelle concentration for “loading and delivery of drugs”. In my MS project we wanted to tackle the problem and for that, we have chosen a unimolecular ...
To meet the current energy demands finding a clean, sustainable and efficient energy source is highly needful to replace fossil fuels. In response to this demand, developing an efficient H2 liberating system that would ...
The field of exoplanet research has made enormous progress over the last two decades, since the discovery of the first exoplanet around a Sun-like star in 1995 by Mayor and Queloz, with over 4400 confirmed exoplanets to ...
A quantum mechanical theory of the world leads to some surprising new phenomena, which are impossible to explain using our knowledge of classical mechanics. One such phenomenon is entanglement, which has no classical ...
Sigma acceptor type ligands are useful in transition metal catalysed Lewis acid catalysis.
Placing of such type of ligands around the transition metal may increase the Lewis acidity of
transition metals and interesting ...
C4-bound N-heterocyclic carbene (NHCs) referred to as ‘abnormal’ carbenes grabs considerable
attention among the researchers as the zwitterionic form of C-4 bound carbenes are stronger
sigma donor than classical C-2 bound ...
In this thesis, we discuss the non-intersecting loops formed by super-posing two random dimer configurations and how these are similar to contour lines of random gaussian surfaces. We specifically use a fully packed dimer ...
The magnetic quasi-particles called Skyrmions, discovered in the year 2009, are known to
have many unique and intriguing properties that are predicted to be very useful in the field
of spintronics. However, in order to ...
In this thesis, we discuss the non-intersecting loops formed by super-posing two random dimer configurations and how these are similar to contour lines of random gaussian surfaces. We specifically use a fully packed dimer ...
Axons are long tubular structures of neurons that span in centimetres in brain and respond to physical stimuli through physiological changes. The ability of axons to withstand deformations and maintain their unusual shape ...
Antiferromagnetic spintronics is increasingly in vogue owing to advantages like the
relative insensitivity of these systems to external magnetic fields, and the ultrafast nature
of their spin dynamics which can have a ...
In 1960's, W. G. Leavitt introduced a type of non-commutative algebras that are now called Leavitt Algebras. In 2005, Gene Abrams and Gonzalo Aranda Pino introduced Leavitt path algebras as a generalization of Leavitt ...
The male zebra finch’s courtship song, consisting of introductory notes and motifs, is
widely studied by neuroethologists. While many properties of motifs have been
discovered, little is known about the introductory notes ...
Tunneling phenomenon not only can control but can also drive chemical reactions in directions unexpected from traditional theories. Tunneling picks up a reaction path that results in temperature-independent rate constants ...
Studying the Cosmic Microwave Background (CMB) is one of the most significant ways to gain insight into the physics of the early Universe. Having an accurate knowledge of the early Universe is crucial to our understanding ...
Azeotropes have been always remained the topic of interest due to the challenges they pose
in their separation. Although experimental studies have been done with the infrared spec-
troscopy (IR), Raman spectroscopy, mass ...
Phenology, the study of timings of life-history events in plants is important for individual
fitness, community dynamics, and ecosystem functioning. Given the current context of
climate change, understanding general ...
Vegetation and Climate have a complex relationship and either one acts as a control to the other. Vegetation model simulations can be employed to investigate this relationship and to check the vegetation responses to a set ...