A torsional pendulum exhibits rotational periodic motion. You can create one by hanging some weight from a cord, and then rotating the weight. The cord becomes twisted, generating a torsion force, that will cause the weight to rotate in the oppopsite direction. Thus, a periodic rotation movement is generated.
A pendulum exhibits simple harmonic motion, which is a type of periodic motion where the restoring force is directly proportional to the displacement from equilibrium. This causes the pendulum to oscillate back and forth in a regular pattern.
A free fall pendulum is a pendulum system where the pendulum weight is allowed to fall freely under gravity, without being constrained by a string or fixed point. This type of pendulum follows a different motion pattern compared to a traditional pendulum and is often used in physics demonstrations or experiments.
A torsional pendulum involves a rotational motion where a mass is attached to a rod or wire and undergoes oscillations due to twisting forces, like a spring. A simple pendulum involves a mass attached to a string or rod that swings back and forth in a gravitational field. The main difference is in the type of motion - rotational for torsional pendulum and linear for simple pendulum.
A pendulum is a type of simple machine called a lever. It consists of a rod with a weight (bob) at one end and a pivot point at the other. The swinging motion of the pendulum results from the transfer of gravitational potential energy to kinetic energy.
A pendulum is a type of simple machine known as an oscillating or swinging lever. It consists of a mass (bob) attached to a fixed point by a rod or string and utilizes the force of gravity to create a repetitive back-and-forth motion.
Simple harmonic motion
A pendulum exhibits simple harmonic motion, which is a type of periodic motion where the restoring force is directly proportional to the displacement from equilibrium. This causes the pendulum to oscillate back and forth in a regular pattern.
Non uniform
A free fall pendulum is a pendulum system where the pendulum weight is allowed to fall freely under gravity, without being constrained by a string or fixed point. This type of pendulum follows a different motion pattern compared to a traditional pendulum and is often used in physics demonstrations or experiments.
A torsional pendulum involves a rotational motion where a mass is attached to a rod or wire and undergoes oscillations due to twisting forces, like a spring. A simple pendulum involves a mass attached to a string or rod that swings back and forth in a gravitational field. The main difference is in the type of motion - rotational for torsional pendulum and linear for simple pendulum.
A pendulum is a type of simple machine called a lever. It consists of a rod with a weight (bob) at one end and a pivot point at the other. The swinging motion of the pendulum results from the transfer of gravitational potential energy to kinetic energy.
A pendulum is a type of simple machine known as an oscillating or swinging lever. It consists of a mass (bob) attached to a fixed point by a rod or string and utilizes the force of gravity to create a repetitive back-and-forth motion.
A pendulum swinging back and forth is an example of a motion that repeatedly follows the same path. The oscillation of a metronome or a rocking chair is another instance of this type of motion.
A swinging pendulum demonstrates primarily two types of energy - kinetic energy when the pendulum is in motion, and potential energy - based on how high it is above the mid-point of the swing. If not for friction, a pendulum would continue to swing forever, with the sum of the kinetic and potential energy remaining constant but the distribution between the two constantly changing as the pendulum moved through its swings.
Both. Periodic motion refers to any motion that repeats itself periodically. The oscillatory motion exhibited by swinging of arms is one type of periodic motion. Orbital motion of a planet is another type of periodic motion. The motion of a spring is another type, etc.
Foucault's Pendulum
Foucault's Pendulum