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Introduction to Aerospace Engineering

History of aviation – standard atmosphere – aerodynamic forces – lift generation – airfoils and wings – drag polar – concept of static stability – anatomy of an aircraft – mechanism of thrust production – propellers – jet engines and their operation – helicopters – aircraft performance – simple manoeuvres – aerospace materials and structural elements – aircraft instruments.Elements of rocket propulsion – launch vehicle dynamics – basic orbital mechanics – satellite applications and orbits – future challenges in aerospace engineering.

Chemistry

Chemical Kinetics: basic concepts of chemical kinetics – complex reactions – effect of temperature on reaction rates – catalysisElectrochemical Systems: introduction to electrochemistry – different types of electrodes – half cell potential–electromotive force–Gibbs free energy and cell potential–Nernst equation–electrochemical series–classification of electrochemical cells.Corrosion Science: definition – causes and consequences – significance and methods of corrosion control– mechanisms and theories of corrosion.Spectroscopy: fundamentals of spectroscopy – electronic spectroscopy – vibrational

Even Semester Jan-June 2024-2025

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Avionics
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Aerospace Engineering
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Chemistry
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Earth and Space Sciences
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Mathematics
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Physics
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Time Table for DD - Sem VIII
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Even Semester Jan-June 2024-2025

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Time Table for UG - Sem II
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Time Table for UG - Sem IV
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Time Table for UG - Sem VI
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Time Table for UG Sem VIII
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Time Table for DD - Sem VII
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Drama Club

Step into a world where imagination knows no bounds, emotions come to life, and stories unfold in mesmerizing ways. The Drama Club at IIST is more than just a club; it's a vibrant community of passionate individuals who share a love for the art of storytelling and theatrical expression. Our stage isn't just a platform; it's a canvas upon which dreams, characters, and narratives take shape.

Mathematical Methods in Aerospace Engineering

Review of Ordinary Differential Equations: analytical methods, stability – Fourier series, orthogonal functions, Fourier integrals, Fourier transform – Partial Differential Equations: first-order PDEs, method of characteristics, linear advection equation, Burgers’ equation, shock formation, Rankine-Hogoniot jump condition; classification, canonical forms; Laplace equation, min-max principle, cylindrical coordinates; heat equation, method of separation of variables, similarity transformation method; wave equation, d’Alembert solution – Calculus of Variations: standard variational problems, Eule

Non-linear Dynamics, Chaos and Fractals

Flows on the line: Introduction; Fixed points and stability; Population growth; Linear Stability Analysis; Existence and Uniqueness; Impossibility of oscillations; PotentialsBifurcations: Saddle-node bifurcation; Transcritical bifurcation; Laser threshold; Pitchfork bifurcation; Overdamped bead on a rotating hoop; Imperfect bifurcations and catastrophes; Insect outbreakFlows on a circle: Examples and Definitions; Uniform Oscillator; Nonuniform Oscillator; Overdamped Pendulum; Fireflies; Superconducting Josephson junctionsLinear Systems: Definitions and examples; Classification of linear system
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