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More Conservation of Energy Problems definitions Flashcards

More Conservation of Energy Problems definitions
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  • Pulley
    A solid cylinder used to change the direction of a force applied via a rope or cable.
  • Moment of Inertia
    A measure of an object's resistance to changes in its rotation, calculated as half the mass times the radius squared for a solid cylinder.
  • Coefficient of Friction
    A dimensionless scalar value representing the frictional force between two bodies in contact, here given as 0.5.
  • Kinetic Energy
    The energy possessed by an object due to its motion, calculated as half the mass times velocity squared.
  • Potential Energy
    The energy held by an object due to its position relative to other objects, calculated as mass times gravity times height.
  • Conservation of Energy
    A principle stating that the total energy in an isolated system remains constant, accounting for kinetic, potential, and work done by non-conservative forces.
  • Rotational Motion
    The motion of an object around a center or axis, contributing to kinetic energy in systems with pulleys.
  • Linear Velocity
    The rate of change of position of an object along a straight path, equal for all parts of the system in this problem.
  • Angular Velocity
    The rate of change of angular position of a rotating body, related to linear velocity by the radius of rotation.
  • Work Done by Friction
    The energy transferred by the force of friction over a distance, calculated as the product of frictional force and distance.
  • Normal Force
    The force perpendicular to the contact surface, equal to gravitational force for the 4 kg block on a horizontal surface.
  • Gravitational Force
    The force of attraction between an object and the Earth, calculated as mass times the acceleration due to gravity.
  • Solid Cylinder
    A three-dimensional geometric shape with a circular base and a specific height, used to model the pulley.
  • System
    A group of interacting or interrelated entities that form a unified whole, such as the blocks and pulley in this problem.
  • Expression
    A mathematical phrase derived to represent the final velocity of the block, involving algebraic manipulation of energy equations.