WELCOME TO NAAC PEER TEAM-2023
Established in 1942, the Department of Applied Mathematics at Andhra University, Visakhapatnam, has a rich history of academic achievements and renowned professors. With a vision to create new frontiers of knowledge and a mission to promote quality teaching, learning, and research, the department of
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ECC Social Value Reporting and Evaluation Framework
Essex County Council (ECC) has implemented a robust Social Value Reporting and Evaluation framework based on the Local Government Association's National TOMs method. This framework categorizes and assesses social value contributions in two parts - Value Score and Supporting Statement Score - to deri
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Finite Element Analysis of Heat Transfer Problems
Analogy between stress analysis and heat conduction analysis is discussed. Various thermal problems, including steady-state heat transfer and governing differential equations, are explored. Conservation of energy and boundary conditions are detailed for solving thermal analysis problems.
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Software Quality Assurance: Understanding Unit Testing and Boundary Value Testing
Unit testing is a crucial method in software development to ensure each part of the program behaves as intended. It helps detect problems early and provides a written contract for code quality. Additionally, Boundary Value Testing is a black box technique that focuses on input domain testing, with a
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Comprehensive Guide to Online Voter Registration Process at NVSP, ERONet & BLONET App
Navigate through the step-by-step process of online voter registration at NVSP, ERONet & BLONET App. Learn how to verify self-details, check family grouping, handle shifted/dead electors, assist unenrolled citizens, and engage with prospective electors. Explore boundary mapping techniques for creati
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Boundary Layer and Drag Forces in Fluid Dynamics
Boundary layer module explains the presence of viscous forces near a surface due to fluid flow, leading to laminar or turbulent boundary layers. Flow separation occurs when a boundary layer detaches from a surface, impacting lift and drag forces. Adverse pressure gradients and flow separation phenom
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The Green Economy Progress Measurement Framework Overview
The Green Economy Progress (GEP) Measurement Framework, spearheaded by Fulai Sheng, a Senior Economist at UN Environment, emphasizes an Inclusive Green Economy (IGE) as a tool for sustainable development. It addresses poverty, inequitable prosperity sharing, and planetary boundary concerns by integr
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Enhancing Social Value through Strategic Procurement
STAR Procurement, the shared service for multiple councils, emphasizes the importance of Social Value in procurement practices. The Social Value Portal serves as a management tool to measure and demonstrate the benefits of Social Value commitments. Bidders are required to provide quantitative and qu
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Visualizing Relationships with Data: Earthquakes, Volcanoes, and Plate Tectonics
Explore the locations of earthquakes and volcanoes to understand plate boundary zones, compare plate motion in different regions, and determine plate boundary zones using various data sources. Follow step-by-step instructions to study maps, analyze earthquake and volcano distributions, and engage in
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Integrated Value Creation in Corporate Finance
Explore the concept of integrated value creation in corporate finance, emphasizing the importance of managing for long-term value while incorporating social and environmental goals. Learn about responsible management practices that focus on creating net present value (NPV) through a balance of finan
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Bedforms in Unidirectional Flow: Characteristics and Formation
Bedforms in unidirectional flow exhibit various characteristics such as sediment layer thicknesses, boundary layer dynamics, presence of ripples and dunes, and the interplay between flow velocity and sediment deposition. These bedforms, including ripples and dunes, form due to interactions between t
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International Cooperation on Cross-Boundary Rivers: Perspectives from Around the Globe
Delve into the intricacies of international law and cooperative agreements concerning cross-boundary rivers, explored through examples from Africa, Europe, and North America. The discussion covers various legal frameworks, such as the Helsinki Rules, Berlin Rules, Vienna Convention, and more, highli
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Changes in Singapore Electoral Boundary Delimitation from 1997 to 2011
Significant shifts in Singapore's electoral boundaries from 1997 to 2011 highlighted various changes such as GRC expansions, SMC formations, and boundary adjustments affecting multiple constituencies. Key alterations include mergers, splits, and transfers of constituencies to create new electoral la
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Insights into the Low-Latitude Boundary Layer in Mercury's Magnetosphere
Study focuses on the low-latitude boundary layer (LLBL) in Mercury's magnetosphere, analyzing magnetosphere and magnetosheath plasma characteristics such as reconnection rates, IMF/magnetic shear, and plasma beta. Results show anti-correlation between LLBL and non-LLBL regions, with different reconn
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Trans-Boundary Cooperation in South Asia Power Sector
This presentation, given at a regional event in Kolkata, discusses the opportunities and challenges of trans-boundary cooperation in the South Asia power sector. It explores the benefits of regional power integration, the analytical approach taken, baseline scenarios, potential impacts of regional c
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Atmospheric Boundary Layer and Static Stability
The Atmospheric Boundary Layer (ABL) undergoes daily variations in temperature, humidity, wind, and pollution with turbulence being a key factor. Static stability in the environment determines the behavior of air parcels, leading to categorizations of stable, unstable, and neutral conditions based o
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Proposed Boundary Change in Fremont Unified School District
Fremont Unified School District proposes a boundary change affecting Weibel, Leitch, and Warm Springs areas to address overcrowding. The change includes enrollment trends, growth projections, installation of temporary classrooms, and construction of permanent classrooms. The plan aims for board appr
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Signatures, Commitments, and Zero-Knowledge in Lattice Problems
Explore the intricacies of lattice problems such as Learning With Errors (LWE) and Short Integer Solution (SIS), and their relation to the Knapsack Problem. Delve into the hardness of these problems and their applications in building secure cryptographic schemes based on polynomial rings and lattice
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The Value of Knowledge: A Philosophical Exploration
Exploring the value of knowledge through the lens of Plato's Meno Problem, this text delves into why knowledge is considered more valuable than mere true belief. It discusses Plato's solution to the problem, the secondary and tertiary value problems, and constraints on solutions and strategies in un
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Maximizing Shareholder Value Creation Through Strategic Business Practices
Explore the concept of shareholder value creation, the importance of generating revenues exceeding economic costs, and meeting shareholders' expectations. Learn about Economic Value Added (EVA), key value drivers, aligning strategy with value creation, and essential factors for overall business succ
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Ground Boundary Impact on Short Tower Turbines: A Conceptual Study
This conceptual study explores the impact of ground boundary on the production of short tower turbines. It investigates whether two turbines with the same rotor diameter but different hub heights can generate the same energy output. The study examines how the ground boundary influences the airflow p
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P, NP, NP-Hard, NP-Complete Problems and Amortized Analysis
This comprehensive study covers P, NP, NP-Hard, NP-Complete Problems, and Amortized Analysis, including examples and concepts like Reduction, Vertex Cover, Max-Clique, 3-SAT, and Hamiltonian Cycle. It delves into Polynomial versus Non-Polynomial problems, outlining the difficulties and unsolvability
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Computational Earth Science: Solving Heat Flow in Objects with Complex Shapes Using Finite Difference Method
Explore projects involving the Finite Difference Method for solving static heat conduction problems, also known as the Poisson Equation. Topics include testing boundary conditions, symmetry of solutions, point sources, dipoles, and more. Gain insights into changing boundary conditions and understand
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Cemetery GPS Inventory & Telecommunications Tower Location Project
Digitizing the Tower Addition section of the historic San Marcos City Cemetery and identifying an optimal location for a new telecommunications tower. The project involves creating a digital inventory of grave sites and integrating the data into a cemetery management software system. Utilizing vario
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Project Management for Canoe Trip to Boundary Waters
This project involves planning and organizing a canoe trip to Boundary Waters, including tasks such as arranging travel, getting equipment, planning meals, preparing a budget, and managing emergencies. The work breakdown structure and task durations with dependencies are outlined to ensure a smooth
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Differential Equations and Boundary Value Problems
Explore the world of Differential Equations (DE) with a focus on Boundary Value Problems, guided by Dennis G. Zill and Michael R. Cullen. Dive into the realm of First Order and Higher Order DE, Partial DE, Laplace Transform, Fourier Series, and more. Unravel the complexities of DE through various se
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Atmospheric Boundary Layer Dynamics and Evolution
The atmospheric boundary layer undergoes transformations from a residual layer to a stable boundary layer through the night, impacting wind behavior and turbulence levels. The virtual potential temperature profile provides insights into these changes.
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Euclidean Path Integral & Statistical Ensembles
Euclidean Path Integral & Statistical Ensembles cover topics such as phase transitions, regularity conditions, and gauge potential regularity. In Quantum Field Theory, the path integral is defined and governed by saddle point approximation, leading to thermodynamic quantities like internal energy an
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BOUNDARY VALUE PROBLEMS WITH DIELECTRICS
Explore concepts of dielectrics in boundary value problems, understanding continuity of electric fields and surface charges across boundaries between different materials. Investigate relationships between field orientations and surface charges in uniform and dielectric spheres.
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Equivalence Principle in Intermediate EM Waves
Basic idea behind the equivalence principle in the context of intermediate electromagnetic waves is explored. The principle enables the replacement of actual sources with equivalent sources at the boundary of a closed surface, maintaining certain field conditions and boundary constraints. The concep
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Boundary Value Problems
Explore boundary value problems, eigenvalue problems, shooting method, Newton-Raphson root finding, and relaxation methods in solving differential equations. Learn how to apply these numerical techniques to tackle challenging mathematical problems efficiently.
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Finite Difference Method for Conductive Heat Flow in Solids
Illustrated with examples, the finite difference method is applied to analyze 2D time-independent conductive heat flow in solids. The conservation of heat energy, temperature variation in heat-conducting solids, and boundary conditions are discussed in detail. Emphasis is placed on solution techniqu
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Turbulent Boundary Layer Aerodynamics
Phenomena in turbulent boundary layer aerodynamics and aeroelasticity. Observations and equations related to compressible boundary layers are discussed, emphasizing the energy equation and nonlinear partial differential equations.
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Turbulent Boundary Layer Aerodynamics and Aeroelasticity
This content discusses turbulent boundary layer phenomena, transition processes, and compressible boundary-layer equations for flow over a flat plate. It also delves into the considerations for energy equations in compressible flows and the nonlinear partial differential equations involved in bounda
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Fundamentals of Aerodynamics in Aeronautics
This content delves into key topics of aerodynamics including the Navier-Stokes equation, boundary layer concepts, drag force, lift force, viscous flow, and effects of viscosity on boundary layers. It discusses drag prediction methods, boundary layer thickness, and the impact of viscosity on fluid d
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Ordinary Differential Equation
Methods for solving initial value problems (IVPs) and boundary value problems (BVPs) using various approaches like multi-step methods, Runge-Kutta methods, and shooting methods. Includes detailed discussions on explicit and implicit methods, consistency, stability, convergence, and applications in e
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Enhancing Product Value Through Value-Added Processes
Learn about value-added products in agriculture, such as flour, corn syrup, cracked corn feed, and ethanol. Discover how products like wheat and corn are transformed into higher-value goods through processing, adding value to the final product. Value-added processes involve changing the physical sta
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Boundary Surveys to Define and Protect Your Property Lines
Avoid property disputes with professional Boundary Surveys from crasurvey.com.au. Our surveyors deliver precise property boundary mapping to establish legal land ownership and support fencing, construction, and subdivision projects.
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Solving Linear Boundary Value Problems with Shooting Method
Explore the application of the shooting method in solving linear boundary value problems for ordinary differential equations. Learn how to convert two-point boundary value problems to initial value problems and solve them effectively. Discover different boundary conditions and methods to find unique
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Computational Methods for Solving Ordinary Differential Equations
Explore methods for solving initial value problems (IVPs) and boundary value problems (BVPs) in ordinary differential equations (ODEs), including multi-step methods, implicit and explicit techniques, Runge-Kutta methods, shooting method, and open methods like the secant method. Understand concepts o
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