Anuja, E V; Girish Kumar, K(Cochin University Of Science And Technology, August 6, 2015)
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Abstract:
There is an enormous demand for chemical sensors in many areas and disciplines including chemistry, biology, clinical analysis, environmental science. Chemical sensing refers to the continuous monitoring of the presence of chemical species and is a rapidly developing field of science and technology. They are analytical devices which transform chemical information generating from a reaction of the analyte into an measurable signal. Due to their high selectivity, sensitivity, fast response and low cost, electrochemical and fluorescent sensors have attracted great interest among the researchers in various fields.
Development of four electrochemical sensors and three fluorescent sensors for food additives and neurotransmitters are presented in the thesis. Based on the excellent properties of multi walled carbon nanotube (MWCNT), poly (L-cysteine) and gold nanoparticles (AuNP) four voltammetric sensors were developed for various food additives like propyl gallate, allura red and sunset yellow. Nanosized fluorescent probes including gold nanoclusters (AuNCs) and CdS quantum dots (QDs) were used for the fluorescent sensing of butylated hydroxyanisole, dopamine and norepinephrine.
A total of seven sensors including four electrochemical sensors and three fluorescence sensors have been developed for food additives and neurotransmitters.
Anu Jose; G. Vijay Nair(Cochin University of Science and Technology, August 21, 2014)
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Abstract:
Carbon-carbon and carbon-heteroatom bond formations constitute the
central events in organic synthesis. In view of this, much of the research in
organic synthesis has been focused on devising novel and efficient methods for
such bond constructions. In general, polar, pericyclic and radical methodologies
are employed for this purpose. The polar and radical reactions proceed via
reactive intermediates such as carbanions, enols/enolates, enamines, carbocations,
radical cations, radical anions, carbenes, zwitterions etc. In recent years, there has
been enormous interest in the chemistry of zwitterionic species largely from the
standpoint of their applications in multicomponent reactions (MCRs) and
organocatalytic reactions. Zwitterions formed by the addition of nucleophiles to
electrophilic π-systems such as acetylenic esters and azoesters have been the
subject of extensive investigations; their synthetic utility, however, remained
largely unexplored. Investigations in a number of laboratories, including our own,
have shown that zwitterions of the type mentioned above on reaction with
electrophiles give rise to carbo- and heterocyclic products by 1,3- or 1,4-dipolar
cycloadditions. Recently, allenoates, another class of active π-systems were
introduced to this field. Against this background, a systematic investigation of the
reactions of various zwitterions derived from allenoates with different
electrophiles especially 1,2-diones, were carried out. The results of these studies
are embodied in the thesis entitled “Novel Synthesis of Carbocycles and
Heterocycles Employing Zwitterions Derived from Allenic Esters”.
Rakesh N.; Dr. Prathapan S.(Cochin University of Science and Technology, December 13, 2015)
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Abstract:
Nitrones or azomethine-N-oxides are important precursors for the synthesis of several heterocyclic systems. They belong to the allyl anion type 1,3-dipoles and possess unique structural features which make them extraordinarily useful synthons. They behave as 1,3-dipoles in 1,3-dipolar cycloaddition reactions and as electrophiles in reactions with organometallic reagents. These are the two basic reactions given by nitrones. Nitrones also act as ‘spin traps’ in which they react with short-lived radicals to furnish stable nitroxide radicals which can be detected and identified by electron paramagnetic resonance (EPR) spectroscopy. Recently SmI2 catalysed reductive cross-coupling reactions of nitrones have gained significant interest in which the reactions are initiated by single electron transfer (SET) to nitrones. Apart from these reactions, nitrones are also known to participate in reactions which are initiated by the nucleophilic attack of nitrone-oxygen. In our group, we have also explored the nucleophilic character of nitrones through various reactions. The results obtained enabled us to develop a novel two-step one-pot strategy for quinolines and indoles - the heterocycles renowned for their pharmacological applications, from nitrones and electron deficient acetylenes. Using dibenzoylacetylene and phenylbenzoylacetylene as dipolarophiles, we could introduce a desired functional group at a predetermined position of the quinolines or indoles to be synthesised. In this context, the thesis entitled “NUCLEOPHILIC ADDITION OF NITRONES TO ELECTRON DEFICIENT ACETYLENES AND RELATED STUDIES” portrays our attempt to expand the scope of our
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novel synthetic protocol using ester functionalised acetylenes: dimethyl acetylenedicarboxylate (DMAD) and methyl propiolate.
The thesis is organised in to five chapters. The first chapter briefly describes the different classes of reactions that nitrone functionality can tolerate. The research problem is defined at the end of this chapter. The second chapter describes the synthesis of different nitrones used for the present study. The optimisation and expansion of scope of the novel strategy towards quinoline synthesis is discussed in the third chapter. The fourth chapter portrays the synthesis of indole-3-carboxylates using the novel strategy. In the fifth chapter, the reaction of N-(2,6-dimethylphenyl) and N-(2,4,6-trimethylphenyl)nitrones are discussed. Here we also discuss the mechanistic reinvestigation of Baldwin’s proposal in the isoxazoline-oxazoline rearrangement. The major outcome of the work is given at the end of the thesis.
The structural formulae, schemes, tables and figures are numbered chapter-wise since each chapter of the thesis is organized as an independent unit. All new compounds (except two compounds reported in fourth chapter) are fully characterised on the basis of spectral and analytical data and single crystal X-ray analysis on representative examples. Relevant references are included at the end of individual chapters.
Subi Jacob, George; Dr. Ajayaghosh, A(Regional Research Laboratory (CSIR), October , 2004)
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Abstract:
The main objective of the
present study is to have a detailed investigation on the gelation properties,
morphology and optical properties of small π-conjugated oligomers. For this purpose
we have chosen oligo(p-phenylenevinylene)s (OPVs), a class of molecules which
have received considerable attention due to their unique optical and electronic
properties. Though a large number of reports are available in the literature on the self-assembly properties of tailor made OPVs, none of them pertain to the design of
nanostructures based on organogels. In view of this, we aimed at the creation of
functional chromophoric assemblies of π-conjugated OPVs through the formation of
organogels, with the objective of crafting nanoscopic assemblies of different size and
shape thereby modulating their optical and electronic properties.In order to fulfill the above objectives, the design and synthesis of a variety of
OPVs with appropriate structural variations were planned. The design principle
involves the derivatization of OPVs with weak H-bonding hydroxymethyl end groups
and with long aliphatic hydrocarbon side chains. The noncovalent interactions in these
molecules were expected to lead the formation of supramolecular assembly and gels in
hydrocarbon solvents. In such an event, detailed study of gelation and extensive
analysis of the morphology of the gel structures were planned using advanced
microscopic techniques. Since OPVs are strongly fluorescent molecules, gelation is
expected to perturb the optical properties. Therefore, detailed study on the gelation
induced optical properties as a way to probe the nature and stability of the selfassembly
was planned. Apart from this, the potential use of the modulation of the
optical properties for the purpose of light harvesting was aimed. The approach to this
problem was to entrap an appropriate energy trap to the OPV gel matrix which may
lead to the efficient energy transfer from the OPV gel based donor to the entrapped
acceptor. The final question that we wanted to address in this investigation was the
creation of helical nanostructures through proper modification of the OPV backbone
With chiral handles.The present thesis is a detailed and systematic approach to the
realization of the above objectives which are presented in different chapters of the
thesis.
Vinod Kumar,P B; Thrivikraman,T(Department of Mathematics, September , 2001)
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Abstract:
The present study on chaos and fractals in general topological spaces. Chaos theory originated with the work of Edward Lorenz. The phenomenon which changes order into disorder is known as chaos. Theory of fractals has its origin with the frame work of Benoit Mandelbrot in 1977. Fractals are irregular objects. In this study different properties of topological entropy in chaos spaces are studied, which also include hyper spaces. Topological entropy is a measures to determine the complexity of the space, and compare different chaos spaces. The concept of fractals can’t be extended to general topological space fast it involves Hausdorff dimensions. The relations between hausdorff dimension and packing dimension. Regular sets in Metric spaces using packing measures, regular sets were defined in IR” using Hausdorff measures. In this study some properties of self similar sets and partial self similar sets. We can associate a directed graph to each partial selfsimilar set. Dimension properties of partial self similar sets are studied using this graph. Introduce superself similar sets as a generalization of self similar sets and also prove that chaotic self similar self are dense in hyper space. The study concludes some relationships between different kinds of dimension and fractals. By defining regular sets through packing dimension in the same way as regular sets defined by K. Falconer through Hausdorff dimension, and different properties of regular sets also.
Ancykutty, Joseph; Dr.Krishnamoorthy,A; Dr.Thrivikraman, T(Cochin University of Science and Technology, 2000)
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Abstract:
This thesis Entitled On Infinite graphs and related matrices.ln the last two decades (iraph theory has captured wide attraction as a Mathematical model for any system involving a binary relation. The theory is intimately related to many other branches of Mathematics including Matrix Theory Group theory. Probability. Topology and Combinatorics . and has applications in many other disciplines..Any sort of study on infinite graphs naturally involves an attempt to extend the well known results on the much familiar finite graphs. A graph is completely determined by either its adjacencies or its incidences. A matrix can convey this information completely. This makes a proper labelling of the vertices. edges and any other elements considered, an inevitable process. Many types of labelling of finite graphs as Cordial labelling, Egyptian labelling, Arithmetic labeling and Magical labelling are available in the literature. The number of matrices associated with a finite graph are too many For a study ofthis type to be exhaustive. A large number of theorems have been established by various authors for finite matrices. The extension of these results to infinite matrices associated with infinite graphs is neither obvious nor always possible due to convergence problems. In this thesis our attempt is to obtain theorems of a similar nature on infinite graphs and infinite matrices. We consider the three most commonly used matrices or operators, namely, the adjacency matrix
Description:
Department of mathematics, Cochin University of Science and Technology
Resmi, T; Dr. Lakshmi, B(Cochin University of Science and Technology, August 21, 2015)
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Abstract:
Queueing Theory is the mathematical study of queues or waiting lines.
Queues abound in every day life - in computer networks, in tra c islands,
in communication of electro-magnetic signals, in telephone exchange, in
bank counters, in super market checkouts, in doctor's clinics, in petrol
pumps, in o ces where paper works to be processed and many other
places.
Originated with the published work of A. K. Erlang in 1909 [16] on
congestion in telephone tra c, Queueing Theory has grown tremendously
in a century. Its wide range applications includes Operations Research,
Computer Science, Telecommunications, Tra c Engineering, Reliability
Theory, etc.
Dhanya, Shajin; Dr. B. Lakshmy(Cochin University of Science and Technology, November 12, 2015)
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Abstract:
Queueing theory is the mathematical study of ‘queue’ or ‘waiting lines’
where an item from inventory is provided to the customer on completion of
service. A typical queueing system consists of a queue and a server. Customers
arrive in the system from outside and join the queue in a certain way.
The server picks up customers and serves them according to certain service
discipline. Customers leave the system immediately after their service is completed.
For queueing systems, queue length, waiting time and busy period are of
primary interest to applications. The theory permits the derivation and calculation
of several performance measures including the average waiting time
in the queue or the system, mean queue length, traffic intensity, the expected
number waiting or receiving service, mean busy period, distribution of queue
length, and the probability of encountering the system in certain states, such
as empty, full, having an available server or having to wait a certain time to
be served.
Pramod,P K; Dr.Krishnamoorthy,A(Cochin University of Science & Technology, January , 2010)
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Abstract:
This thesis entitled' On
Queues with Interruptions and Repeat or Resumption of Service' introduces several
new concepts into queues with service interruption. It is divided into Seven chapters
including an introductory chapter. The following are keywords that we use
in this thesis: Phase type (PH) distribution, Markovian Arrival Process (MAP),
Geometric Distribution, Service Interruption, First in First out (FIFO), threshold
random variable and Super threshold random variable. In the second chapter we
introduce a new concept called the 'threshold random variable' which competes
with interruption time to decide whether to repeat or resume the interrupted service
after removal of interruptions. This notion generalizes the work reported so far
in queues with service interruptions. In chapter 3 we introduce the concept of what
is called 'Super threshold clock' (a random variable) which keeps track of the total
interruption time of a customer during his service except when it is realized before
completion of interruption in some cases to be discussed in this thesis and in other
cases it exactly measures the duration of all interruptions put together. The Super
threshold clock is OIl whenever the service is interrupted and is deactivated when service is rendered. Throughout this thesis the first in first out service discipline is
followed except for priority queues.
Description:
Department of Mathematics,
Cochin University of Science and Technology