Deformation (Dynamics)¶

In physics and continuum mechanics, deformation is the change in the shape or size of an object.

Contents:

  • Bulk modulus via Young modulus and Poisson ratio
    • bulk_modulus
    • young_modulus
    • poisson_ratio
    • law
  • Elastic energy density of bulk compression via pressure
    • elastic_energy_density
    • pressure
    • bulk_modulus
    • law
  • Elastic energy density of compression via strain
    • elastic_energy_density
    • young_modulus
    • engineering_normal_strain
    • law
  • Engineering normal strain is total deformation over initial dimension
    • engineering_normal_strain
    • total_deformation
    • initial_dimension
    • law
  • Poisson ratio is transverse to axial strain ratio
    • poisson_ratio
    • transverse_strain
    • axial_strain
    • law
  • Pressure is Maclaurin series of strain
    • pressure
    • young_modulus
    • second_coefficient
    • third_coefficient
    • strain
    • law
  • Rotational stiffness is torque applied over angle
    • rotational_stiffness
    • torque
    • angular_distance
    • law
  • Superposition of small deformations
    • total_strain
    • first_strain
    • second_strain
    • law
  • Tensile stress is Young’s modulus times strain
    • stress
    • young_modulus
    • engineering_normal_strain
    • law

symplyphysics

Navigation

  • Laws
    • Astronomy
    • Chemistry
    • Condensed matter
    • Conservation
    • Dynamics
      • Damped oscillations (Dynamics)
      • Deformation (Dynamics)
        • Bulk modulus via Young modulus and Poisson ratio
        • Elastic energy density of bulk compression via pressure
        • Elastic energy density of compression via strain
        • Engineering normal strain is total deformation over initial dimension
        • Poisson ratio is transverse to axial strain ratio
        • Pressure is Maclaurin series of strain
        • Rotational stiffness is torque applied over angle
        • Superposition of small deformations
        • Tensile stress is Young’s modulus times strain
      • Fields (Dynamics)
      • Springs
      • Dynamics (Vector)
      • Acceleration is force over mass
      • Braking path via speed and friction force
      • Buoyant force from density and volume
      • Coefficient of stiffness from area and length
      • Displacement in forced non-resonant oscillations
      • Force is derivative of momentum
      • Forced oscillations equation
      • Friction force from normal force
      • Instantaneous power is force times speed
      • Kinetic energy from mass and speed
      • Kinetic energy from rotational inertia and angular speed
      • Kinetic energy via momentum
      • Maximum height from initial speed
      • Mechanical work is force times distance
      • Momentum derivative of kinetic energy is speed
      • Period of ideal pendulum from length
      • Period of physical pendulum
      • Period of spring from mass
      • Period of torsion pendulum from rotational inertia
      • Elastic potential energy from displacement
      • Potential energy from mass and height
      • Pressure from force and area
      • Reaction force equals action force
      • Reduced mass of a two-body system
      • Displacement in resonant oscillations
      • Rocket thrust is rocket mass times acceleration
      • Rotational work is torque times angular distance
      • Rocket speed from mass and impulse
      • Torque via force and radial distance
      • Torque via rotational inertia and angular acceleration
      • Total work is change in kinetic energy
      • Work is integral of force over distance
    • Electromagnetism
    • Fields
    • Geometry
    • Gravity
    • Fluid mechanics
    • Kinematics
    • Nuclear physics
    • Optics
    • Quantities
    • Quantum mechanics
    • Relativistic
    • Thermodynamics
    • Waves
  • Definitions
  • Conditions
  • Physical symbols
  • Physical constants

Related Topics

  • Documentation overview
    • Laws
      • Dynamics
        • Previous: Quality factor via energy loss
        • Next: Bulk modulus via Young modulus and Poisson ratio
©2024-2025, Symplyphysics. | Powered by Sphinx 8.2.3 & Alabaster 1.0.0 | Page source