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wan ahmad tajuddin wan abdullah jabatan fizik universiti malaya
Quantum fields wan ahmad tajuddin wan abdullah jabatan fizik universiti malaya
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Special relativity c as limitting velocity Time is relative
Spacetime – Lorentz invariance Locality - no action at a distance
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Quantum mechanics Wave-particle duality Uncertainty principle
Measurement – wave function collapse - entanglement
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Relativistic quantum mechanics
Non-relativistic: Schroedinger equation Relativistic: Klein-Gordon equation non-linear! Linearize: SPIN ANTIPARTICLES Dirac equation
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Fields Force as fields – Gravitational [Newton’s gravitational law]
Electromagnetic [Maxwell’s equation] Extended in space Action at a distance
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Quantum fields waves ~ particles potentials ~ virtual particles
Absolute values at every point in space probabilistic distribution of values (from virtual particles) at every point in space Absorption/scattering of virtual particles “force”
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Path integrals Classical mechanics – trajectories
Euler-Lagrange equation Langrangian extremise ‘action’ least action principle Quantum paths probability amplitude
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Feynman diagrams Diagrammatic representation
Facilitate calculations – Feynman rules
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Perturbation theory Lowest order approximation – lowest order diagrams (least number of vertices) Higher order – include higher order diagrams Theory gs = Experiment gs = + drawing by Tom Brown
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Quantum field theory of fundamental forces
Gauge fields (bosons) mediating interactions – EM – photons Weak nuclear force – W, Z bosons Strong nuclear force – gluons GAUGE SYMMETRY between fields UNIFICATION of forces into bigger symmetry
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Higgs Spontaneous symmetry breaking Give masses to particles
Higgs particle
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