Mathematical Physics Assignment help

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• Vector calculus, Gradient, Divergence Curl in curvilinear coordinates applications to
• Classical mechanics Electrodynamics.
• Linear independence, bases, orthogonality completeness, Gram Schmidt orthogonalization,
• Hilbert space, linear operators, change of basis, similarity transformation, dual spaces,
• applications to quantum mechanics.
• Matrix diagonalization, eigenvalues eigenvectors, orthogonal unitary matrices, Pauli
• matrices.
• Dirac delta function, definitions different representations of delta functions,
• applications to Electrodynamics.
• Tensors in index notation, Kronecker Levi Civita tensors, inner outer products,
• contraction, symmetric antisymmetric tensors, quotient law.
• Metric tensors, covariant contravariant tensors, simple applications to general theory of
• relativity Klein Gordon Dirac equations in relativistic quantum mechanics
• Cauchy Riemann conditions, analyticity, Cauchy Goursat theorem Cauchy’s integral formula,
• branch points branch cuts, multivalued functions, residue theorem.

Statistical Physics Assignment help Services

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Topics covered under Statistical Physics Assignment help :

• Equilibrium statistical mechanics of classical interacting systems:
• Non ideal gas, virial expansion, van der Waals theory
• Classical liquids solids, density functional theory
• Classical spin systems, exact solutions, high low temperature expansions
• Equilibrium statistical mechanics of interacting quantum systems:
• Interacting Fermi systems, Hartree Fock theory, perturbation theory, Fermi liquid 
• theory
• Interacting Bose systems, Bose Einstein condensation, Bogoliubov theory of weakly 
• interacting Bose gas
• Phase transitions critical phenomena:
• Systems phenomena, spontaneous symmetry breaking
• Mean field theory, Ginzburg Landau theory
• Critical phenomena, scaling universality
• Renormalization group theory
• Numerical methods: Monte Carlo, molecular dynamics Langevin simulations.
• Statistical mechanics of time dependent phenomena:
• Response correlation functions, transport coefficients, linear response theory
• Langevin Fokker Planck equations, fluctuating hydrodynamics, nonequilibrium phenomena

Nuclear & Particle Physics Assignment help Services

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• exchange model.
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• vibrations.
• Radioactive Decays: General Properties, Quantum theory of radioactivity, Radioactive 
• dating. Alpha Decays, Beta Decays, Gamma Decays.
• Nuclear reactions: Conservation laws, energetics, cross sections, Coulomb Scattering, 
• Nuclear Scattering, Nuclear Fission, Nuclear Fusion
• Linear accelerators, cyclotrons, synchrotrons, basic particle detectors, modern complex 
• detectors.
• Mesons baryons, Leptons quarks, quark model, strong isospin, strange quark, Gell Mann 
• Okubo mass relation, colour charge.
• Hadron structure, electron proton scattering, proton form factors, parton model, Bjorken 
• Scaling.
• Current current interactions, nuclear beta decay, Parity violation, V A Theory, Charge 
• conjugation, Interacting Vector Boson theory, Weak neutral currents, CP violation, 
• Electroweak Interactions.

Waves and Sound Assignment help

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•   wave motion ,Wave terms, electromagnetic waves , Electromagnetic Spectrum ,radio waves,microwaves, infra-red ,ultra-violet,X-rays, gamma rays,Echo, Ultrasound ,vibrating sources ,compression
•  

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• interference,Snell’s Law,critical angle,total internal reflection,Periscope,fibre optic cable,endoscopes

Electromagnetic Theory Assignment help

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• Spherical and Cylindrical coordinates, gradient, divergence and curl, Laplacian operator. Volume and line integrals, surface integrals, Divergence and Stoke’s theorem. Dirac delta function.
• Coulomb’s law; forces and fields; Electric Field and Potential ; Principle of Superposition; idea of a conservative field. Earnshaw’s Theorem; electric dipoles, field of a dipole, couple and force on a dipole,
• energy of a dipole; Electric double layers.
• Gauss’s law; solutions for simple symmetry, capacitances, field near charged conductor;Conductors in Electrostatic field; Laplace and Poisson equations; uniqueness theorem.
• Laplace’s equation in rectangular coordinates, separation of variables. Laplace’s equation in spherical coordinates, Legendre polynomials.

General Physics Assignment help

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• Length 
• time
• Motion
• Mass 
• weight
• Density
• Forces
• Momentum 
• Energy
• work 
• power
• Pressure
• Thermal physics
• Simple kinetic molecular model of matter

Condensed matter physics Assignment help

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• Free electron model, Phonons: thermal properties, Phonons: dynamical properties
• Point groups, periodicity, Bloch theorem, Band structure: metals, insulators
• Tight binding models

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• Localization, Mott variable range hopping, Spin glasses, Local moment in metals, Anderson model and Kondo problem, Variational ground state, high temperature phase, Crossover and electron spectral function, Mott transition, doped Mott insulators, Anderson lattice: heavy fermions