Dynamics - QS Study
QS Study

Comparison of Intensities of the Fundamental Force

Comparison of intensities of the fundamental force Comparison of relative strength of the four fundamental forces shows that strongest force is the strong nuclear force......

Weak Nuclear Force: Definition in Dynamics

Weak nuclear force: There are some elements found in nature which disintegrate spontaneously (for example; uranium, thorium etc). These nuclei are called radioactive nuclei. Three......

Strong Nuclear Force: Definition in Dynamics

Strong nuclear force: The strong nuclear force is one of the four fundamental forces in nature; the other three are gravity, electromagnetism and the weak......

Electromagnetic Force: Definition in Dynamics

Electromagnetic Force: A kind of force exists between two charged bodies and between two magnetic materials. These are called Coulomb’s electric force and magnetic force......

Gravitational Force: Definition in Dynamics

Gravitational Force: In the universe, there exists a force of attraction between any two particles or objects. The force of gravity is the force with......

Uniform Circular Motion

Uniform Circular Motion If you hold one end of a thread that has a stone fastened at the other end and if you rotate the......

Laws of Falling Bodies

Laws of Falling Bodies We know the reason behind the falling of the stone or paper is due to gravitational attraction. As acceleration due to......

Equation of Motion of a Horizontal Projectile

Equation of motion of a horizontal projectile Let an object be thrown from a point O with velocity v0 along the horizontal direction [Figure]. If......

Trajectory of Projectile Motion is a Parabola

Trajectory of Projectile Motion is a Parabola If you go to a stadium to enjoy cricket game then you will see that the cricket ball......

Velocity-Time Graph: Uniform Retardation and non-Uniform Acceleration

Velocity-time graph In case of uniform retardation and non-uniform acceleration Velocity-time graph (In case of uniform retardation): There will always be initial velocity for uniform......

Derivation of Equations of Motion with the help of Graphs

Derivation of Equations of motion with the help of graphs (a) Graph in case of the equation, v = v0 + at In this equation,......

Fourth Equation of Dimensional Motion

Fourth Equation Relation between initial velocity, final velocity and displacement or position v2 = v02 + 2as or, vx2 = vx02 + 2a (x –......