Dynamics (Vector)
ΒΆ
Vector subset of dynamics laws
Contents:
Kinetic energy via angular momentum and angular velocity
kinetic_energy_law()
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Springs
Dynamics (Vector)
Kinetic energy via angular momentum and angular velocity
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
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
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Geometry
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Relativistic
Thermodynamics
Waves
Definitions
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Documentation overview
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Kinetic energy via angular momentum and angular velocity