Physics 2 - munaacademy

محتوى الدورة

Chapter 21: Coulomb’s Law

Section: (21-1) Coulomb’s Law

01:12:28
Section: (21-1) Coulomb’s Law (solving examples)

01:10:25
Section: (21-2) Charge is quantised + (21-3) Charge is conserved

11:08

Chapter 22: Electric Field

Chapter 23: Gauss Law

Solving problems about chapter: 21,22,23

Chapter 24: The Electric Potential

Chapter 25: Capacitance

Solving problems about chapter: 24-25

Chapter 26: Current and Resistance

Chapter 27: Circuits

Chapter 28: Magnetic Field

Solving problems chapter:26-27-28

Chapter 29: Magnetic Field Due to Current

Chapter 30: Induction and Inductance

Chapter 18: Temperature, heat and the first law of thermodynamics

Chapter 19: The Kinetic Theory of Gases

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محتوى الدورة

Chapter 21: Coulomb’s Law

Section: (21-1) Coulomb’s Law

Section: (21-1) Coulomb’s Law (solving examples)

Section: (21-2) Charge is quantised + (21-3) Charge is conserved

Chapter 22: Electric Field

Section: (22-1) The Electric Field + (22-2) The Electric Field Due to Charge Particle

Section: (22-3) The Electric Field Due to the Dipole

Section: (22-4) The Electric Field Due to a Line of Charge

Section: (22-5) The Electric Field Due to a charged disk + (22-6) A Point Charge in an Electric Field Section + (22-7) A Dipole Charge in an Electric Field

Chapter 23: Gauss Law

Section: (23-1) The Electric Flux

(23-2) Gauss Law

(23-3) Charged isolated conductor (23-4) Applying gauss law: cylindrical symmetry

Section: (23-5) Applying gauss law: planner symmetry + (23-6) Applying gauss law: spherical symmetry

Solving problems about chapter: 21,22,23

Part 1

Chapter 24: The Electric Potential

Section: (24-1) Electric Potential

Section: (24-2) equipotential surfaces and the electric field

Section: (24-3) Potential due to a charge particle + (24-4) Potential due to electric dipole

Section: (24-5) Potential due to a continuous charge distribution + (24-6) Calculating the field from the potential

Section: (24-7) Electric potential energy due to a group of particles

Chapter 25: Capacitance

Section: (25-1) The capacitance + (25-2) Calculating the capacitance

Section: (25-3) Capacitors in parallel and series + (25-4) Energy stored in electric field

Solving problems about chapter: 24-25

Solving problems about chapter: 24-25

Chapter 26: Current and Resistance

Section: (26-1) Electric current + (26-2) Current density

Resistance and resistivity + (26-4) Ohm’s law(26-3)

Section: (26-5) Power,semiconductor and superconductor

Chapter 27: Circuits

Section: (27-1) Single loop circuit

Section: (27-2) Multi-loop circuits

Section: (27-3) The ammeter and voltmeter + (27-4) RC circuits

Chapter 28: Magnetic Field

Section: (28-1) Magnetic field and the definition of B

Section: (28-2) Crossed field: discovery of the electron + (28-3) Crossed field: the Hall effect

Section: (28-4) Circulating charged particles

Section: (28-6) Magnetic force on a current carrying wire

Solving problems chapter:26-27-28

Solving problems chapter:26-27-28

Chapter 29: Magnetic Field Due to Current

Section: (29-1) Magnetic field due to current

Section: (29-2) Force between two parallel currents + (29-3) Amperes law

Section: (29-4) Solenoids and toroids

Chapter 30: Induction and Inductance

Section: (30-1) Faraday’s law and Len’s law

Section: (30-2) Induction and energy transfers + (30-3) Induced electric fields

Section: (30-4) Inductor and inductance + (30-5) Self induction + (30-6) RL circuits

Section: (30-7) Energy stored in magnetic field + (30-8) Energy density of magnetic field

Chapter 18: Temperature, heat and the first law of thermodynamics

Section: (18-1) Temperature + (18-2) The Celsius and Fahrenheit scales + (18-3) Thermal expansion + (18-4) Absorption of heat

Section: (18-5) The first law of thermodynamics + (18-6) Heat transfers mechanism

Chapter 19: The Kinetic Theory of Gases

Section: (19-1) The Avogadro’s number + (19-2) Ideal gases + (19-3) Temperature, pressure and RMS speed

Section: (19-4) Translational kinetic energy + (19-5) Mean free path + (19-7) The molar specific heat of ideal gases

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