Physics Mechanics and Wave Motion

Different Amplifiers various Constant Phase

Different Amplifiers various Constant Phase Different Amplifiers various Constant Phase:-Simple harmonic motion, differential equation of S.H.M. and its solution, uses of complex notation, damped and forced vibrations composition of simple harmonic motion. The differential equation of wave motion, plane progressive waves in fluid media, a reflection of waves, phase change on reflection, superposition. stationary waves, …

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BSc Physics Expression Oscillation Period Notes

BSc Physics Expression Oscillation Period Notes BSc Physics Expression Oscillation Period Notes:-Simple harmonic motion, differential equation of S.H.M. and its solution, uses of complex notation, damped and forced vibrations composition of simple harmonic motion. The differential equation of wave motion, plane progressive waves in fluid media, a reflection of waves, phase change on reflection, superposition. …

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Derive an Expression Total Energy Particle

Derive an Expression Total Energy Particle Derive an Expression Total Energy Particle:-Simple harmonic motion, differential equation of S.H.M. and its solution, uses of complex notation, damped and forced vibrations composition of simple harmonic motion. The differential equation of wave motion, plane progressive waves in fluid media, a reflection of waves, phase change on reflection, superposition. …

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Average Distance Between Planet and Sun

Average Distance Between Planet and Sun Average Distance Between Planet and Sun:-Simple harmonic motion, differential equation of S.H.M. and its solution, uses of complex notation, damped and forced vibrations composition of simple harmonic motion. Differential equation of wave motion, plane progressive waves in fluid media, reflection of waves, phase change on reflection, superposition. stationary waves, …

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Obtain Expressions Orbital Velocity Revolution Period

Obtain Expressions Orbital Velocity Revolution Period Obtain Expressions Orbital Velocity Revolution Period:-Central forces, two particle central force problem, reduced mass, relative and centre of mass motion. Law of gravitation, Kepler’s laws. motions of planets and satellites, geo-stationary satellites.Simple harmonic motion, differential equation of S.H.M. and its solution, uses of complex notation, damped and forced vibrations …

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Physics Angular Momentum Conserved Notes

Physics Angular Momentum Conserved Notes Physics Angular Momentum Conserved Notes:-Simple harmonic motion, differential equation of S.H.M. and its solution, uses of complex notation, damped and forced vibrations composition of simple harmonic motion.   प्रश्न 24. सिद्ध कीजिए कि जब कोई कण केन्द्रीय बल के अन्तर्गत गति करता है, तब  (अ) कोणीय संवेग संरक्षित रहता है …

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Planetary Motion from Newton Law Gravitation

Planetary Motion from Newton Law Gravitation Planetary Motion from Newton Law Gravitation:-Central forces, two particle central force problem, reduced mass, relative and centre of mass motion. Law of gravitation, Kepler’s laws. motions of planets and satellites, geo-stationary satellites.   प्रश्न 23. केपलर के ग्रहीय गति के तीनों नियमों की उत्पत्ति न्यूटन के गुरुत्वाकर्षण के नियम …

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Explain The Basic Principle launching an Artificial Satellite Around the Earth

Explain The Basic Principle launching an Artificial Satellite Around the Earth Explain The Basic Principle launching an Artificial Satellite Around the Earth:-Central forces, two particle central force problem, reduced mass, relative and centre of mass motion. Law of gravitation, Kepler’s laws. motions of planets and satellites, geo-stationary satellites.   खण्ड ‘द‘   प्रश्न 22.(क) पृथ्वी …

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Velocity Remains Constant Throughout Motion Notes

Velocity Remains Constant Throughout Motion Notes     Velocity Remains Constant Throughout Motion Notes:-   प्रश्न 14. (अ) किसी कण पर कार्यरत किसी अक्ष के परितः बलाघूर्ण तथा कण के उसी अक्ष के परितः कोणीय संवेग की परिभाषाएँ दीजिए। दर्शाइए कि किसी कण के कोणीय संवेग-परिवर्तन की दर कण पर कार्यरत बलाघूर्ण के बराबर होती …

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What are elastic collisions Notes

What are elastic collisions Notes What are elastic collisions Notes:- Inertial reference frame, Newion’s laws of motion, dynamics of particle in rectilinear and circular motion, conservative and non-conservative forces, conservation of energy, linear momentum and angular momentum, collision in one and two-dimensional cross-section.     प्रश्न 8. प्रत्यास्थी संघट्ट क्या है? उदाहरणसहित समझाइए। दो पिण्डों …

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